îÁ ÇÌÁ×ÎÕÀ ÓÔÒÁÎÉÃÕ îíõ

âÉÂÌÉÏÔÅËÁ îíõ: ËÎÉÇÉ É ÏÔÔÉÓËÉ (B)

ðÏÓÌÅÄÎÅÅ ÏÂÎÏ×ÌÅÎÉÅ 15 ÆÅ×ÒÁÌÑ 2018

þÉÓÌÏ × Ë×ÁÄÒÁÔÎÙÈ ÓËÏÂËÁÈ × ËÏÎÃÅ ÚÁÇÌÁ×ÉÑ ÏÚÎÁÞÁÅÔ ÉÎ×ÅÎÔÁÒÎÙÊ ÎÏÍÅÒ.

Babbitt D.G., Varadarajan V.S.
Local moduli for meromorphis differerntial equations.-Paris: Soc. Math. France, 1989.217 p.-bibl.: p.p. 205-210. (Asterisque, N 169-170) [11277]
Babelon O., Bernard D., Billey E.
A quasi-Hopf algebra interpretation of quantum 3-j and 6-j symbols and difference equations.-Bures-sur-Ivette: IHES, 1995.-9 p.-bibl.: 15. (IHES/M/95/91) [9502]
Bach V., Frohlich J., Sigal I.M.
Return to equilibrium.-Bures-sur-Yvette: IHES, 2000.-104 p.-bibl.: 41. (IHES/P/00/44) [11164]
Bachman G.
Elements of abstract harmonic analysis.-N.-Y.: Acad. Press, 1964.-256 p. [16342]
Bachturin Yu.A.
Identities in the universal envelopes of Lie algebras. ïÔÔ: J. Austr. Math. Soc., 1974, v. XVIII, N 1, p. 10-21.
Bachturin Yu.A.
Identities in the universal envelopes of Lie algebras. ïÔÔ: J. Austr. Math. Soc., 1974, v. XVIII, N 1, p. 10-21.
Backlund transformations, the inverse scattering
Backlund transformations, the inverse scattering method, solitons, and their applications: NSF research workshop on contact transformations /R.V.Miura, ed.-Berlin: Springer 1976.-296 p. (Lecture Notes in Math., v. 515) [5874]
Badertscher E.
Harmonic analysis and Radon transforms on pencils of geodesics. ïÔÔ.: Centre Math. & Computer Sci., 1984, Rep. PM-R8413.
Badertscher E.
Harmonic analysis and Radon transforms on pencils of geodesics. ïÔÔ.: Centre Math. & Computer Sci., 1984, Rep. PM-R8413.
Baeten J.C.M.
Filters and ultrafilters over definable subsets of admissible ordinals.-Amsterdam: Centre Math. & Comput. Sci., 1986.-77 p. [16263]
Baeten J.C.M., Weijland W.P.
Process algebra.-Cambridge: Cambridge Univ. Press, 1990.-248 p.-bibl.: p.p. 227-234. [16638]
Bagrov V.G., Gitman D.M.
Exact solutions of relativistic wave equations.-Dordrecht: Kluwer Acad. Publ., 1990.322 p.-bibl.: 225 (Math. and its Appl., v. 39.) [5835]
Bahnasawi A.A., Mahmoud M.S.
Control of partially-known dynamical systems.-Berlin: Springer, 1989.-228 p.-bibl.: 144. (Lect. Notes Control Inform. Sci., v. 124) [2860]
Bahouri H., Fermanian-Kammerer C.I., Gallagher I.
Phase-space analysis and pseudodifferential calculus on the Heisenberg group.-Paris: Soc. Math. France, 2012.-128 p.-bibl.: 60. (Asterisque, N 342) [19214]
Bahturin Ju.A.
A remark on irreducible representations of Lie algebras. ïÔÔ: J. Austral. Math. Soc., 1979, v.27, p. 332-336.
Bahturin Ju.A.
A remark on irreducible representations of Lie algebras. ïÔÔ: J. Austral. Math. Soc., 1979, v.27, p. 332-336.
Bahturin Ju.A.
Simple Lie algebras satisfying a nontrivial identity. ïÔÔ: SERDICA Bulgar. math. publ., 1976, v. 2, p.241-246.
Bahturin Ju.A.
Simple Lie algebras satisfying a nontrivial identity. ïÔÔ: SERDICA Bulgar. math. publ., 1976, v. 2, p.241-246.
Bahturin Ju.A., Ol'sanskii Ju.
Solvable just-non-cross varieties of Lie rings. ïÔÔ: Math, USSR Sbornik, 1976, v. 29, N 3, p.345-358.
Bahturin Ju.A., Ol'sanskii Ju.
Solvable just-non-cross varieties of Lie rings. ïÔÔ: Math, USSR Sbornik, 1976, v. 29, N 3, p.345-358.
Bahturin Y.
On homomorphisms of soluble Lie algebras. ïÔÔ: J.London Math. Soc., 1979, v. 20, p.415-422.
Bahturin Y.
On homomorphisms of soluble Lie algebras. ïÔÔ: J.London Math. Soc., 1979, v. 20, p.415-422.
Bahturin Y.
On identical relations in free polynilpotent Lie algebras. ïÔÔ: J. London Math. Soc., 1979, v. 20, N 1, p.39-52.
Bahturin Y.
On identical relations in free polynilpotent Lie algebras. ïÔÔ: J. London Math. Soc., 1979, v. 20, N 1, p.39-52.
Bahturin Y.
On Lie subalgebras of associative Pl-algebras. ïÔÔ: J. Algebra, 1980, v. 67, N 2, p.257-271.
Bahturin Y.
On Lie subalgebras of associative Pl-algebras. ïÔÔ: J. Algebra, 1980, v. 67, N 2, p.257-271.
Baillif M.
Kneading operators, sharp determinants and weighted Lefschetz zeta functions in higher dimension.-Bures-sur-Yvette: IHES, 2002.-35 p.bibl.: 26. (IHES/M/02/17/) [9749]
Bakalov B., Kirillov A., Jr.
On the lego-Teichmuller game.-Bure-sur-Yvette: IHES, 1999.- 39 p. (IHES/M/99/85) [10506]
Bakhvalov N., Panasenko G.
Homogenisation: averaging processes in periodic media. Mathematical problems in the mechanics of composite materials.-Dordrecht: Kluwer Acad. Publ., 1989.-366 p.-bibl.: 228 (Math. and its Appl., v. 36) [5832]
Bakushinsky A.B., Kokurin M.Yu.
Iterative methods for approximate solution of inverse problems.-Dordrecht: Springer, 2004.287 p.-bibl.: 149. [16226, 16574]
Baladi V., Holschneider M.
Approximation of nonessential spectrum of transfer operators.-Bures-sur-Yvette: IHES, 1998.-17 p. (IHES/M/98/45) [9943]
Baladi V., Rugh H.H.
Floquet spectrum of weakly couped map lattices.-Bures-sur-Yvette: IHES, 2001.-22 p.-bibl.: 24. (IHES/M/01/02) [11486]
Balcer P.
Caracteres premiers des varietes de dimension 3 et theorie topologique des champs en genre 1.-Strasbourg: IRMA, 1998.-77 p.-bibl.: p.p. 73-77. (Prepubl. IRMA, N 07) [9111]
Balcerzyk S., Josefiak T.
Commutative Noetherian and Krull rings.-Warszawa: Polish Sci. Publ., 1989.-209 p. [12470]
Balcerzyk S., Josefiak T.
Commutative rings. Dimension, multiplicity and homological methods.-Warszawa: Polish Sci. Publ., 1989.-192 p.-bibl.: 66. [12471]
Baldoni M.W.
Unitary irreducible representations of semisimple Lie groups. ïÔÔ.: Intern. Centr Theoret. Phys., SMR.686/12, p.1-45.
Baldoni M.W.
Unitary irreducible representations of semisimple Lie groups. ïÔÔ.: Intern. Centr Theoret. Phys., SMR.686/12, p.1-45.
Baldus R.
Nichteuklidische Geometrie. Hyperbolische Geometrie der Ebene. 2-te verbesserte Auflage.Berlin: Walter de Gruyter & Co., 1944.-139 S. [13458]
Baldwin J.T.
Categoricity.-Providence, R.I.: Amer. Math. Soc., 2009.-236 p.-bibl.: p.p. 227-232. (Univ. Lect. Ser., v. 50) [18914]
Baldwin J.T.
Fundamentals of stability theory.-Berlin: Springer, 1988.-447 p.-bibl.: p.p. 399-435. [8790]
Ballard D.
Foundational aspects of "Non" standard mathematics.-Rhode Island: Amer. Math. Soc., 1994.-134 p.-bibl.: 25.(Contemp. Math., v. 176) [7644]
Ballester-Bolinches A., Ezquerro L.M.
Classes of finite groups.-Amsterdam: Springer, 2006.-385 p.-bibl.: p.p. 355-366. [17090]
Ballmann W.
Lectures on Kahler manifolds.-Zurich: Europ. Math. Soc., 2006.-172 p.-bibl.: p.p. 165-170. [18439]
Ballmann W., Gromov M., Schroeder V.
Manifolds of nonpositive curvature.-Boston: Birkhauser, 1985.-263 p. (Progr. Math., v. 61) [16]
Banach S.
Tneorie des operations lineaires.-Warszawa: 1932.-254 p. [11982]
Banach space theory.
Banach space theory: Proc. Res. Workshop, July 5-25, 1987. /B.-L.Lin, ed.-Providence, R.I.: Amer. Math. Soc., 1989.-521 p. (Contemp. Math., v. 85) [6467]
Banchoff T., Wermer J.
Linear algebra through geometry.-N.-Y.: Springer, 1983.-258 p. [11984]
Banks R.B.
Towing icebergs, falling dominoes, and other adventures in applied mathematics.-Princeton: Princeton Univ. Press, 1998.-329 p.-bibl.: p.p. 321-326. [16343]
Bar C., Ginoux N., Pfaffle F.
Wave equations on Lorentzian manifolds and quantization: Zurich: Europ. Math. Soc., 2007.194 p.-bibl.: p.p. 181-183. [18440]
Bar-Natan D.
On the Vassiliev knot invariants. ïÔÔ.
Bar-Natan D.
On the Vassiliev knot invariants. ïÔÔ.
Barannikov S.
Generalized periods and mirror symmetry in dimensions N>3.-Bures-sur-Yvette: IHES, 1999.51 p. (IHES/M/99/16) [9999]
Barannikov S., Kontsevich M.
Frobenius manifolds and formality of Lie algebras of polyvector fields.-Bures-sur-Yvette: IHES, 1998.-13 p. (IHES/M/98/)1) [9898]
Baranovsky V., Ginzburg V.
Conjugacy classes in loop groups and G-bundles on elliptic curves. ïÔÔ.: Intern. Math. Res. Notices, 1996, N 15, p. 733-751.
Baranovsky V., Ginzburg V.
Conjugacy classes in loop groups and G-bundles on elliptic curves. ïÔÔ.: Intern. Math. Res. Notices, 1996, N 15, p. 733-751.
Baranovsly V., Ginzburg V.
Morita equivalence and double-affine Hecke algebras. ïÔÔ.
Baranovsly V., Ginzburg V.
Morita equivalence and double-affine Hecke algebras. ïÔÔ.
Barbasch D.
The reductive dual pairs correspondence. ïÔÔ.: Intern. Centr Theoret. Phys., SMR.686/13, p.1-10.
Barbasch D.
The reductive dual pairs correspondence. ïÔÔ.: Intern. Centr Theoret. Phys., SMR.686/13, p.1-10.
Barbasch D.
The unitary dual for complex classical Lie groups. ïÔÔ.: Invent. Math., 1989, v. 96, p. 103-176.
Barbasch D.
The unitary dual for complex classical Lie groups. ïÔÔ.: Invent. Math., 1989, v. 96, p. 103-176.
Barbasch D., Sahi S., Speh B.
Degenerate series representations for GL(2n,R) and Fourier analysis. ïÔÔ.: Symp. Math., v. 31, p. 45-69.
Barbasch D., Sahi S., Speh B.
Degenerate series representations for GL(2n,R) and Fourier analysis. ïÔÔ.: Symp. Math., v. 31, p. 45-69.
Barbasch D., Vogan D.
Primitive ideals and orbital integrals in complex classical groups. ïÔÔ.: Math. Ann., 1982, Bd. 259, S. 153-199.
Barbasch D., Vogan D.
Primitive ideals and orbital integrals in complex classical groups. ïÔÔ.: Math. Ann., 1982, Bd. 259, S. 153-199.
Barbosa J.L.M., Colares A.G.
Minimal surfaces in IR>3.-Berlin: Springer, 1986.-124 p.-bibl.: p.p. 114-121. (Lect. Notes in Math., v. 11950 [6258]
Barbot T.
Causal properties of AdS-isometry group I: actions and limit sets. ïÔÔ.: Prepubl. Ecole Norm. Super. Lyon, 2006, UMPA-N 340.-45 p.
Barbot T.
Causal properties of AdS-isometry group I: actions and limit sets. ïÔÔ.: Prepubl. Ecole Norm. Super. Lyon, 2006, UMPA-N 340.-45 p.
Barbot T.
Causal properties of AdS-isometry group II: BTZ multi black holes. ïÔÔ.: Prepubl. Ecole Norm. Super. Lyon, 2006, UMPA-N 341.-39 p.
Barbot T.
Causal properties of AdS-isometry group II: BTZ multi black holes. ïÔÔ.: Prepubl. Ecole Norm. Super. Lyon, 2006, UMPA-N 341.-39 p.
Barbot T.
Three-dimensional Anosov flag manifolds. ïÔÔ.: Prepubl. Ecole Norm. Super. Lyon, 2005, UMPA-N 335.-27 p.
Barbot T.
Three-dimensional Anosov flag manifolds. ïÔÔ.: Prepubl. Ecole Norm. Super. Lyon, 2005, UMPA-N 335.-27 p.
Barbu V., Precupanu Th.
Convexity and optimization in Banach spaces.Bucuresti: Editura Academiei, 1986.-397 p.-bibl.: p.p. 375-392. [14539]
Bardos C., Lebeau G., Rauch J.
Un example d'utilisation des notions de propagation pour le controle et la stabilisation de problemes hyperboliques.-Paris: CMA - 87 - 17, 1987.-18 p. [9404]
Barletta E., Dragomir S., Duggal K.L.
Foliations in Cauchy-Riemann geometry.: Providence, R.I.: Amer. Math. Soc., 2007.-256 p.-bibl.: 257. [18141]
Barr M., Wells C.
Toposes, triples and theories.-N.-Y.: Springer, 1985.-345 p.-bibl.: p.p. 333-338. (Grundl. math. Wiss., Bd. 278) [8695, 16615]
Barr S.
Experiments in topology.-N.-Y.: T.Y.Crowell Co., 1964.-210 p. [4914]
Barrio E. del., Deheuvels, Geer S. van de.
Lectures on empirical processes. Theory and statistical applications.-Zurich: Europ. Math. Soc., 2007.-254 p.-bibl.: p.p. 250-252. [18441]
Barron K., Huang Y.-Z., Lepowsky J.
Factorization of formal exponentials and uniformization.-Bures-sur-Yvette: IHES, 1999.-31 p. (IHES/M/99/70) [10041]
Barrow-Green J.
Poincare and the three body problem.-Providence, R.I.: Amer. Math. Soc., 1997.-272 p. (History of Math., v. 11) [3233]
Bars I., Rey S.-J.
Noncommutative SP(2,R) gauge theories: a field theory approach to two-time physics.-Bures-surYvette: IHES, 2001.-32 p. (IHES/P/01/10) [12045]
Bart H., Gohberg I., Kaashoek M.A.
Minimal factorization of matrix and operator functions.-Basel: Birkhauser, 1979.-227 p.-bibl.: 51. [12088]
Barth W., Peters C., Ven A. van de.
Compact complex surfaces.-Berlin: Springer, 1984.-304 p.-bibl.: p.p. 289-296. (Ergeb. Math. und Grenzgeb., 3 Folge, Bd. 4) [8696]
Barthelme R.
Le probleme de conservation de la charge dans le couplage des equations de Vlasov et de Maxwell.Strasbourg: IRMA, 2005.-120 p. (Prepubl. IRMA 2005/014) [17360]
Bartle R.G.
A modern theory of integration.-Providence, R.I.: Amer. Math. Soc., 2001.-458 p.-bibl.: p.p. 443-448. (Grad. Stud. Math., v. 32) [18442]
Bartle R.G.
Solutions manual to A modern theory of integration.-Providence, R.I.: Amer. Math. Soc., 2001.72 p. [18443]
Bartle R.G.
The elements of integration.-N.-Y.: J.Wiley, 1966.-129 p. [4915, 13633]
Bartle R.G.
The elements of real analysis.-N.-Y.: J.Wiley, 1964.-447 p. [4916]
Barton D.E., David F.N., Fix E.
Persistence in a chain of multiple events when there is simple dependence. ïÔÔ: Biometrika, 1962, v. 49, N 3-4, p. 351-357.
Barton D.E., David F.N., Fix E.
Persistence in a chain of multiple events when there is simple dependence. ïÔÔ: Biometrika, 1962, v. 49, N 3-4, p. 351-357.
Bary N.
Sur les bases dans l'espace de Hilbert. ïÔÔ: C.R. (Doklady) Acad. Sci. URSS, 1946, v. 54, N 5, p.379-382.
Bary N.
Sur les bases dans l'espace de Hilbert. ïÔÔ: C.R. (Doklady) Acad. Sci. URSS, 1946, v. 54, N 5, p.379-382.
Basic analysis
Basic analysis. Japanese grade 11 /K.Kodaira, ed.-Providence, R.I.: Amer. Math. Soc., 1996.-184 p. [2861, 2862]
Bass H.
Algebraic K-theory.-N.-Y.: W.A.Benjamin, 1968.762 p.-bibl.: 48. [16264]
Basu S., Pollack R., Roy M.-F.
Algorithms in real algebraic geomtery.-Berlin: Springer, 2003.-602 p.-bibl.: 131. [14675]
Batalin I.A., Vilkovisky G.A.
Gauge algebra and quantization. ïÔÔ.: Physics Letters, 1981, v. 102B, N 1, p.27-31.
Batalin I.A., Vilkovisky G.A.
Gauge algebra and quantization. ïÔÔ.: Physics Letters, 1981, v. 102B, N 1, p.27-31.
Batyrev V.V.
Quantum cohomology rings of toric manifolds. ïÔÔ.
Batyrev V.V.
Quantum cohomology rings of toric manifolds. ïÔÔ.
Batyrev V.V., Straten D. van.
Generalized hypergeometric functions and rational curves on Calabi-Yau complete intersections in toric varieties. ïÔÔ.
Batyrev V.V., Straten D. van.
Generalized hypergeometric functions and rational curves on Calabi-Yau complete intersections in toric varieties. ïÔÔ.
Batyrev V.V., Tschinkel Y.
Manin's conjecture for toric varieties.Bures-sur-Ivette: IHES, 1995.-45 p.-bibl.: 25. (IHES/M/95/93) [9116]
Bauer F.L., Goos G.
Informatik. Eine einfuhrende Ubersicht. Teil 1.Berlin: Springer-Verlag, 1971.-213 S. [16665]
Bauer F.L., Goos G.
Informatik. Eine einfuhrende Ubersicht. Teil 2.Berlin: Springer-Verlag, 1971.-202 S. [16666]
Bauer H.
Wahrscheinlichkeitstheorie und Grundzuge der Masstheorie.-Berlin: Walter de Gruuyer & Co., 1968.-342 S. [16432]
Bauer M., Lopes A.
A billiard in the hyperbolic plane with decay of correlation of type n^-2. ïÔÔ.: Prepubl. Inst. Rech. Math. de Rennes, 1995, 95-15, p. 1-15.
Bauer M., Lopes A.
A billiard in the hyperbolic plane with decay of correlation of type n^-2. ïÔÔ.: Prepubl. Inst. Rech. Math. de Rennes, 1995, 95-15, p. 1-15.
Baues H.-J., Quintero A.
Infinite homotopy theory.-Dordrecht: Kluwer Acad. Publ., 2001.-296 p.-bibl.: p.p. 285-290. [16576]
Baues H.J.
Algebraic homotopy.-Cambridge: Cambridge Univ. Press, 1989.-466 p.-bibl.: p.p. 455-460. [9592]
Baues H.J.
Combinatorial homotopy and 4-dimensional complexes.- Berlin: W. de Gruyter, 1991.-380 p. -bibl.: p.p. 369-372. [3019]
Baues O., Cortes V.
Symplectic Lie Groups.- Paris: Soc. Matx. France, 2016.- 90 p.-bibl.: 43 (Asterisque, N 379) [19811]
Baulieu L., Losev A.S., Nekrasov N.A.
Target space symmetries in topological theories.-Bures-sur-Yvette: IHES, 2002.-22 p. {IHES/P/02/20) [12529]
Baumann P.
Quelques applications des R-matrices a la structure des algebres enveloppantes quantifiees.-Strasbourg: IRMA, 1998.-160 p.-bibl.: p.p. 155-160. (Prepubl. IRMA, N 03) [9098]
Baumann P., Kassel C.
The Hall algebra of the category of coherent sheaves on the projective line.-Strasbourg: IRMA, 1999.-29 p. 9Prepubl. IRMA, N 36) [10425]
Beals R.
Advanced mathematical analysis. Periodic functions and distributions, complex analysis, Laplace transform and applications.-N.-Y.: Springer, 1973.-230 p.-bibl.: 28. [12089]
Beals R.
Topics in operator theory.-Chicago: Univ. of Chicago Press, 1971.-130 p. [16478]
Beals R., Deift P., Tomei C.
Direct and inverse scattering on the line.Providence, R.I.: Amer. Math. Soc., 1988.-109 p. bibl.: P.P. 203-205. (Math. Surv. & Monogr., v. 28) [3160]
Beauville A.
Surfaces algebriques complexes.-Paris: Soc. Math. France, 1978.-172 p. (Asterisque, N 54) [11224]
Beauzamy B.
Introduction to Banach Spaces and their geometry.-Amsterdam: N.-Holl. Publ. Co., 1982.308 p.-bibl.: 51. [11929]
Beck A., Bleicher M.N., Crowe D.W.
Excursions into mathermatics.-N.-Y.: Worth Publ., 1969.-489 p. [4917]
Beck J.
Inevitable randomness in discrete mathematics.Providence, R.I. Amer. Math. Soc., 2009.-250 p.bibl.: p.p. 246-250. (Univ. Lect. Se., v. 49) [18915]
Beck J., Chen W.W.L.
Irregularities of distribution.-Cambridge: Cambridge Univ. Press, 1987.-294 p. [11398]
Bedford E., Jonsson M.
Regular polynomial endomorphisms of C^k.N.-Y.: SUNY Stony Brook Inst. Math. Sci., 1998.54 p.-bibl.: 32. (SUNY Stony Brook Inst. Math. Sci. Preprint N 3) [10450]
Bedford T., Fisher A.M., Urbanski V.
The scenery flow for hyperbolic Julia sets.Bures-sur-Yvette: IHES, 1999.-29 p. (IHES/M/99/71) [10724]
Behrends E.
Five-minute mathematics.-Providence, R.I.: Amer. math. Soc., 2008.-380 p. [18959]
Behrends E.
M-structure and the Banach-Stone theorem.Berlin: Springer-Verlag, 1979.-217 p.-bibl.: 89. (Lect. Notes in Math., N 736) [16639]
Beilinson A., Drinfeld V.
Chiral algebras. I. ïÔÔ.: p. 1-90.
Beilinson A., Drinfeld V.
Chiral algebras. I. ïÔÔ.: p. 1-90.
Beilinson A., Feigin B., Mazur B.
Introduction to algebraic field theory on curves. (ÒÕËÏÐÉÓØ).
Beilinson A., Feigin B., Mazur B.
Introduction to algebraic field theory on curves. (ÒÕËÏÐÉÓØ).
Beilinson A., Ginsburg V.
Mixed categories, ext-duality and representations (results and conjectures) ïÔÔ: p. 1-18.
Beilinson A., Ginsburg V.
Mixed categories, ext-duality and representations (results and conjectures) ïÔÔ: p. 1-18.
Beilinson A., Ginzburg V.
Infinitesimal structure of moduli spaces of G-bundles. ïÔÔ.: Duke Math. J., 1992, N 4, p. 63-74.
Beilinson A., Ginzburg V.
Infinitesimal structure of moduli spaces of G-bundles. ïÔÔ.: Duke Math. J., 1992, N 4, p. 63-74.
Beilinson A., Ginzburg V.
Wall-crossing functions and D-modules. ïÔÔ.: p.1-25.
Beilinson A., Ginzburg V.
Wall-crossing functions and D-modules. ïÔÔ.: p.1-25.
Beilinson A., Ginzburg V., Soergel W.
Koszul duality patterns in representation theory. ïÔÔ.: p. 1-54.
Beilinson A., Ginzburg V., Soergel W.
Koszul duality patterns in representation theory. ïÔÔ.: p. 1-54.
Belaga E.
Mathematical infinity, its inventors, discoverers, detractors, defenders, masters, victims, users, and spectators.-Strasbourg: IRMA, 2000.36 p.-bibl.: 50. (Prepubl. IRMA, 2000/27) [12076]
Belaga E., Mignotte M.
Cyclic structure of dynamical systems associated with 3x+d extensions of Collatz problem.Strasbourg: IRMA, 2000.-62 p. (Prepubl. IRMA, N 18) [13701]
Belavin A.A., Polyakov A.M., Zamolodchikov A.B.
Infinite conformal symmetry in two-dimensional quantum field theory. ïÔÔ.: Nuclear Phys., 1984, v. B241, p. 333-380.
Belavin A.A., Polyakov A.M., Zamolodchikov A.B.
Infinite conformal symmetry in two-dimensional quantum field theory. ïÔÔ.: Nuclear Phys., 1984, v. B241, p. 333-380.
Belenky A.S.
Operations research in transportation systems. Ideas and schemes of optimization methods for strategic planning and operations management.-Dordrecht: Kluwer Acad. Publ., 1998.-440 p. [16504]
Belkhirat A.
Sur les metriques dans l'espace de Teichmuller.Strasbourg: IRMA, 2003.-88 p.-bibl.: 46. (Prepubl. IRMA, 2003/27) [16081]
Bell J.F., Camilo F., Damour T.
A tighter test of the local Lorentz invariance of gravity using PSR J2317+1439.-Bures-sur-Ivette: IHES, 1995.-5 p. (IHES/M/95/100) [9130]
Bell J.F., Damour T.
A new test of conservation laws and Lorentz invariance in relativistic gravity.-Bures-sur-Yvette: IHES, 1996.-7 p. (IHES/P/96/36) [9447]
Belopol'skaja Ja.I., Daleckii Ju.L.
Difusion processes in smooth Banach spaces and manifolds.I. ïÔÔ: Trans. Moscow Math. Soc., 1980, v. 1, p.113-150.
Belopol'skaja Ja.I., Daleckii Ju.L.
Difusion processes in smooth Banach spaces and manifolds.I. ïÔÔ: Trans. Moscow Math. Soc., 1980, v. 1, p.113-150.
Belopolskaya Ya.I., Dalecky Yu.L.
Stochastic equations and differential geometry.-Dordrecht: Kluwer Acad. Publ., 1990.257 p.-bibl.: 76. (Math. & its Appl., v. 30) [8423]
Belotsky K.M., Damour T., Khlopov M.Yu.
Implications of a solar-system population of massife 4th generation neutrinos for underground searches of monochromatic neutrino-annihilation signals.-Bures-sur-Yvette: IHES, 2002.-15 p. (IHES/P/02/08) [12523]
Benaddi A.
Stabilisation de quelques systemes distribues au moyen des controles non-dissipatifs.Strasbourg: IRMA, 2000.-94 p. (Prepubl. IRMA, N 56) [13705]
Benaddi A., Rao B
Energy decay rate of wave equations with indefinite damping.-Strasbourg: IRMA, 1999.-20 p. (Prepubl. IRMA, 1999/49) [12069]
Bender E.A.
Mahematical methods in artificial intelligence.Washington: IEEE Computer Soc. Press., 1996.-636 p.bibl.: 56. [18437]
Benedicks M., Viana M.
Solution of the basin problem for Henon-like attractors.-Bures-sur-Yvette: IHES, 1999.-45 p. (IHES/M/99/60) [10033]
Benetto F., Gentile G., Matropietro V.
Electric fields on a surface of constant negative curvature.-Bures-sur-Yvette: IHES, 1997.14 p. (IHES/P/97/07) [9816]
Benfatto G., Gentile G., Mastropietro V.
Electrons in a lattice with an incommensurate potential.-Bures-sur-Yvette: IHES, 1997.-37 p. (IHES/P/97/04) [9813]
Benoit E.
Canards de R .-Paris: Univ. Paris VII.96 p. (These) [4918]
Benson D.J., Smith S.D.
Classifying spaces of sporadic groups.-Providence, R.I.: Amer. Math. Soc., 2008.-290 p.-bibl.: 131. (Math. Surv. & Monogr., v. 147) [18960]
Bensoussan A., Lions J.L.
Homogeneisation et perturbations singulieres. ïÔÔ:
Bensoussan A., Lions J.L.
Homogeneisation et perturbations singulieres. ïÔÔ:
Beran L.
Orthomodular lattices. Algebraic approach.Dordrecht: D.Reidel Publ. Co., 1985.-394 p.bibl.: 190. [3133]
Berard V.
Les applications conforme-harmoniques.-Strasbourg: IRMA, 2010.-96 p. [7013]
Berberian S.K.
Introduction to Hilbert space.-N.-Y.: Oxford Univ. Press, 1961.-206 p. [11985]
Bercovici H., Foias C., Pearcy C.
Dual algebras with applications to invariant subspaces and dilation theory.-Providence, R.I.: Amer. Math. Soc., 1985.-108 p.-bibl.: 33. (Reg. Conf. Ser. Math., N 56) [8697]
Berest Y., Etingof P., Ginzburg V.
Chernik algebras and differential operators on quasi-invariants. ïÔÔ.: Duke Math. J., 2003, v. 118, N 2, p.p. 279-337. Bibl.: p.p. 334-337.
Berest Y., Etingof P., Ginzburg V.
Chernik algebras and differential operators on quasi-invariants. ïÔÔ.: Duke Math. J., 2003, v. 118, N 2, p.p. 279-337. Bibl.: p.p. 334-337.
Berestycki H., Bonnet A., Chapman S.J.
A semi-elliptic system arising in the theory of type-II superconductivity.-Paris: LMENS, 1994.-18 p. (LMENS - 94 - 17) [9395]
Berestycki H., Nirenberg L.
Travelling fronts in cylinders.-Paris: LMENS, 1992.-97 p.-bibl.: p.p. 92-97. (LMENS - 92 - 5) [9356]
Berestycki H., Nirenberg L., Varadhan S.R.S.
The principal eigenvalue and maximum principle for second order elliptic operators in general domains.-Paris: LMENS, 1992.-44 p.bibl.: 22. (LMENS - 92 - 14) [9360]
Berezhiani Z., Gorsky A., Kogan I.I.
On the deconstruction of time.-Bures-sur-Yvette: IHES, 2002.-7 p. (IHES/P/02/12/) [12524]
Berezin A.F.
Introduction to superanalysis.-Dordrecht: D.Reidel Publ. Co., 1987.-424 p.-bibl.: 78. [16523]
Berezin F.
Felix Berezin. Life and death of the mastermind of supermathematics. /M.Shifman, ed.-New Jersey: World Scientifi, 2007.-244 p. [17611]
Berezin F.A.
Quantization. ïÔÔ: Math. USSR Sbornik, 1974, v. 8, N 5, p. 1109-1165.
Berezin F.A.
Quantization. ïÔÔ: Math. USSR Sbornik, 1974, v. 8, N 5, p. 1109-1165.
Berezin F.A., Shubin M.A.
The Schrodinger equation.-Dordrecht: Kluwer Acad. Publ., 1991.-555 p.-bibl.: p.p.533550. [6228]
Berezin F.F.
Convexx operator functions. ïÔÔ: Math. USSR Sbornik, 1972, v. 17, N 2, p. 269-277.
Berezin F.F.
Convexx operator functions. ïÔÔ: Math. USSR Sbornik, 1972, v. 17, N 2, p. 269-277.
Berezin F.F., Kac G.I.
Lie groups with commuting and anticommuting parameters. ïÔÔ: Math. USSR Sbornik, 1970, v. 11, N 3, p.311-325.
Berezin F.F., Kac G.I.
Lie groups with commuting and anticommuting parameters. ïÔÔ: Math. USSR Sbornik, 1970, v. 11, N 3, p.311-325.
Berezin F.F., Karpelevic F.I.
Lie algebras with supplementary structure. ïÔÔ: Math. USSR Sbornik, 1968, v. 6, N 2, p.185-203.
Berezin F.F., Karpelevic F.I.
Lie algebras with supplementary structure. ïÔÔ: Math. USSR Sbornik, 1968, v. 6, N 2, p.185-203.
Berg C., Christensen J.P.R., Ressel P.
Harmonic analysis on semigroups: Theory of positive definite and related functions.-N.-Y.: Springer, 1984.-289 p.-bibl.: p.p. 273-279. [8698]
Berg I. van den.
Nonstandard asymptotic analysis.-Berlin: Springer, 1987.-187 p.-bibl.: 63. (Lect. Notes in Math., v.1249) [6287]
Berge C.
Espaces topologiques.Fonctions multivogues.Paris: Dunod, 1959.-270 p. [18068]
Berger L., Breuil C., Colmez P.
Representations p-adiques de groupes p-adiques I: representations galoisiennes et ( ,ç)-modules.Paris: Soc. Math. France, 2008.-420 p. (Asterisque, N 319) [18175]
Berger L., Breuil C., Colmez P.
Representations p-adiques de groupes p-adiques II: representations de GL_2(Q_p) et ( ,ç)-modules.Paris: Soc. Math. France, 2010.-558 p. (Asterisque, N 330) [18839]
Berger L., Breuil C., Colmez P.
Representations p-adiques de groupes p-adiques III: methodes globales et geometriques.-Paris: Soc. Math. France, 2010.-474 p. (Asterisque, N 331) [18840]
Berger M
Peut-on-definir la gepmetrie aujourd'hui? Bures-sur-Yvette: IHES, 2000.-76 p.-bibl.: p.p. 69-76. (IHES/M/00/36) [11158]
Berger M.
Encounter with a geometer.-Bures-sur-Yvette: IHES, 1999.-57 p.-bibl.: 63. (IHES/M/99/36) [10014]
Berger M.
Geometry II. Transl. from French.-Berlin: Springer, 1987.-405 p.-bibl.: p.p. 363-378. [9580]
Berger M.
Geometry. I. Transl. from French.-Berlin: Springer, 1987.-428 p.-bibl.: p.p. 385-400. [9472]
Berger M.
Riemannian geometry during the second half of the twentieth century.-Bures-sur-Yvette: IHES, 1997.-210 p.-bibl.: p.p.166-210. (IHES/ /M/97/26) [9829]
Berger M., Gostiaux B.
Differential geometry: manifolds, curves, and surfaces.-New York: Springer, 1988.-476 p. -bibl.: p.p. 443-452. (Grad. Texts in Math., v. 115) [9597]
Berger R.W.
Heinrich's counterexample to Azevedo's conjecture. ïÔÔ: New York J. Math., 1994, v. 1, p. 1-9.
Berger R.W.
Heinrich's counterexample to Azevedo's conjecture. ïÔÔ: New York J. Math., 1994, v. 1, p. 1-9.
Berger R.W.
Report on the torsion of the differential module of an algebraic curve. ïÔÔ. p. 1-15.
Berger R.W.
Report on the torsion of the differential module of an algebraic curve. ïÔÔ. p. 1-15.
Berger R.W.
Report on the torsion of the differential module of an algebraic curve. ïÔÔ: Algebraic geometry and its applications.N.-Y.: Springer, 1994.- p. 285-303 .
Berger R.W.
Report on the torsion of the differential module of an algebraic curve. ïÔÔ: Algebraic geometry and its applications.N.-Y.: Springer, 1994.- p. 285-303 .
Bergeron N., Clozel L.
Spectre automorphe des varietes hyperboliques et applications topologiques.-Paris: Soc. Math. France, 2005.-218 p. (Asterisque, N 303) [17091]
Bergman G.M., Hausknecht A.O.
Cogroups and co-rings in categories of associative rings.-Providence, R.I.: Amer. Math. Soc., 1996.-388 p.-bibl.: 204. (Math. Surv. & Monogr., v. 45) [2863, 2864]
Bergman S.
The kernel function and conformal mapping.N.-Y.: Amer. Math.Soc., 1950.-161 p. (Math. Surveys, N 5) [4919]
Bergmann P.G.
The riddle of gravitation.-N.-Y.: C.Scribner's Sons, 1968.-270 p. [12319]
Berkeley Symposium
Proceedings of the fifth Berkeley symposium on mathematical statistics and probability. Univ. California, June 21-July 18, 1965, December 27, 1965-January 7, 1966. v. 2, p.2.Berkeley: Univ. California Press, 1967.-483 p. [2865]
Berkovich V.G.
Etale cohomology for non-Archimedean analytic spaces.-Paris: IHES, 1993.-161 p. (Extrait des Publ. Math., N 78) [8666]
Berkovich V.G.
Spectral theory and analytic geometry over non-archimedean fields.-Providence, R.I.: Amer. Math. Soc., 1990.-169 p.-bibl.: p.p. 161-163. (Math. Surv. & Monogr., v. 33) [2866, 3167]
Berkovich Ya.G., Zhmud' E.M.
Characters of finite groups. Part 2.-Providence, R.I.: Amer. Math. Soc., 1997.-332 p.-bibl.: p.p. 311-325. (Transl. Math. Monogr., v. 181) [19442]
Berline N., Vergne M.
Classes caracteristiques equivariantes. Formule de localisation en cohomologie equivariante. ïÔÔ.: C.R. Acad. Sci. Paris, 1982, t. 295, p. 539-541.
Berline N., Vergne M.
Classes caracteristiques equivariantes. Formule de localisation en cohomologie equivariante. ïÔÔ.: C.R. Acad. Sci. Paris, 1982, t. 295, p. 539-541.
Berline N., Vergne M.
Indice equivariant et caractere d'une representation induite. ïÔÔ.: Centre Math. Ecole Polytechn., 1991, N 1019, p.15 p.
Berline N., Vergne M.
Indice equivariant et caractere d'une representation induite. ïÔÔ.: Centre Math. Ecole Polytechn., 1991, N 1019, p.15 p.
Berline N., Vergne M.
L'indice equivariant des operateurs transversalement elliptiques.-Paris: LMENS, 1994. -48 p.-bibl.: 16. (LMENS - 94 - 16) [9394]
Berline N., Vergne M.
The equivariant Chern character and index of G-invariant operators. Lectures at CIME, Venise 1992.-Paris: LMENS, 1993.-49 p.-bibl.: 24. (LMENS - 93 - 11) [9378]
Berman A., Neumann M., Stern R.J.
Nonnegative matrices in dynamic systems.N.-Y.: J.Wiley & Sons, 1989.-167 p.-bibl.: p.p. 161-164. [11930]
Bernard D., Choquet-Bruhat Y.
Geometrie differentielle. Varietes complexes. Feuilletages riemanniens.-Paris: Hermann, 1988.217 p. [13459]
Bernard D., Choquet-Bruhat Y.
Physique quantique et geometrie. Formulation mathematique coherente des phenomenes quantiques.Paris: Hermann, 1988.-203 p. [13460]
Bernard D., Dawedzki K.
Scaling and exotic regimes in decaying Burgers turbulence.-Bures-sur-Yvette: IHES, 1998.8 p. (IHES/P/98/31) [9929]
Bernard D., Gawedzki K., Kupiainen A.
Anomalous scaling in the N-point functions of passive scalar.-Bures-sur-Ivette: IHES, 1996. -16.-bibl.: 14. (IHES/M/96/10) [9508]
Bernard D., Gawedzki K., Kupiainen A.
Slow modes in passive advection.-Bures-sur-Yvette: IHES, 1997.-41 p. (IHES/P/97/47) [9850]
Bernat P.
Sur le dual d'un groupe resoluble exponentiel. ïÔÔ: C.R. Acad. Sc. Paris, 1964, t. 258, p. 5311-5314.
Bernat P.
Sur le dual d'un groupe resoluble exponentiel. ïÔÔ: C.R. Acad. Sc. Paris, 1964, t. 258, p. 5311-5314.
Berndt B.C.
Number theory in the spirit of Ramanujan.-Providence, R.I.: Amer. Math. Soc., 2006.-188 p.bibl.: 227. [18444, 19286]
Berndt B.C.
Ramanujan's notebooks.-N.-Y.: Springer, 1985.357 p.p.-bibl.: p.p. 337-352. [17]
Berndt B.C., Rankin A.
Ramanujan letters and commentary.-Providence, R.I.: Amer. Math. Soc., 1995.-348 p. (History of Math., v. 9) [9064]
Berndt R.
An introduction to symplectic geometry.-Providence, R.I.: Amer. Math. Soc., 2001.-196 p.bibl.: p.p. 185-187. [18445]
Berndt R.
Cohomological induction on S_p(4,R) and Maas lift.-Bures-sur-Yvette: IHES, 2001.-11 p. (IHES/M/01/18) [12052]
Berndt R.
Elementary etudes on a special representation of the (real) symplectic group and the Maass lift.-Bures-sur-Yvette: IHES, 1999.28 p. (IHES/M/99/12) [9996]
Bernstei J., Lunts V.
Localization for derived categories of (g,K) modules. ïÔÔ.: p. 1-49.
Bernstei J., Lunts V.
Localization for derived categories of (g,K) modules. ïÔÔ.: p. 1-49.
Bernstein J., Braverman A., Gaitsgory D.
The Cohen-Macauley property of the category of (g,K) modules. ïÔÔ.: p. 1-4.
Bernstein J., Braverman A., Gaitsgory D.
The Cohen-Macauley property of the category of (g,K) modules. ïÔÔ.: p. 1-4.
Bernstein J., Khovanova T.
On quantum group SL_q(2).-Bures-sur-Yvette: IHES, 1994.-19 p. (IHES/M/94/65) [13738]
Bernstein J., Lunts V.
A simple proof of Kostant's theorem that U(g) is free over its center. ïÔÔ.: The Raymond & Beverly Sackler Fac. Exact Sci., 1994, Techn. Rep. 5-94, p.1-7.
Bernstein J., Lunts V.
A simple proof of Kostant's theorem that U(g) is free over its center. ïÔÔ.: The Raymond & Beverly Sackler Fac. Exact Sci., 1994, Techn. Rep. 5-94, p.1-7.
Bernstein J.N., Gelfand I.M., Gelfand S.I.
Models of representations of Lie groups. ïÔÔ: Sel. Math. Sov., 1981, v.1, N 2, p.121-142.
Bernstein J.N., Gelfand I.M., Gelfand S.I.
Models of representations of Lie groups. ïÔÔ: Sel. Math. Sov., 1981, v.1, N 2, p.121-142.
Bernstein J.N., Gindikin S.G.
Admissible families of curves. ïÔÔ.: Rep. Dep. Math. Univ. Stockholm, 1986, N 26, p. 1-15.
Bernstein J.N., Gindikin S.G.
Admissible families of curves. ïÔÔ.: Rep. Dep. Math. Univ. Stockholm, 1986, N 26, p. 1-15.
Bernstein J.N., Leites D.A.
Invariant differential operators and irreducible representations of Lie superalgebras of vector fields. ïÔÔ: Sel. Math. Sov., 1981, v. 1, N 2, p.143-160.
Bernstein J.N., Leites D.A.
Invariant differential operators and irreducible representations of Lie superalgebras of vector fields. ïÔÔ: Sel. Math. Sov., 1981, v. 1, N 2, p.143-160.
Bernstein J.N., Zelevinsky A.V.
Induced representations of reductive p-adic groups. I. ïÔÔ: Ann. Scient. Ecole Norm. Super., 1977, t. 10, p. 441-472.
Bernstein J.N., Zelevinsky A.V.
Induced representations of reductive p-adic groups. I. ïÔÔ: Ann. Scient. Ecole Norm. Super., 1977, t. 10, p. 441-472.
Berretti A., Gentuile G.
Scaling properties for the radius of convergence of Lindstedt series: generalized standard maps.-Bures-sur-Yvette: IHES, 1999.-25 p. [10378]
Bers L.
Calculus.-N.-Y.: Holt, Rinehart & Winston, 1969.-932 p. + Suppl. [4920]
Bertin M.-J., Wexler-Kreindler E.
Algebre commutative. Applications en geometrie et theorie des nombres. Exercices.-Paris: Masson, 1986.-201 p. [11399]
Besse A.L.
Einstein manifolds.-Berlin: Springer, 1987. -510 p.-bibl.: p.p. 479-499. (Ergeb. Math. und Grenzgeb., 3. Folge, Bd. 10) [9598]
Beznea L., Boboc N.
Potential theory and right prjcesses.-Dordrecht.: Kluwer Acad. Publ., 2004.-370 p.-bibl.: p.p. 355-364. [15932]
Bezrukavnikov R.
On tensor categories attached to cells in affine Weyl groups. ïÔÔ.: p. 1-8.
Bezrukavnikov R.
On tensor categories attached to cells in affine Weyl groups. ïÔÔ.: p. 1-8.
Bezrukavnikov R.
Perverse coherent sheaves (after Deligne). ïÔÔ.: p. 1-11.
Bezrukavnikov R.
Perverse coherent sheaves (after Deligne). ïÔÔ.: p. 1-11.
Bezrukavnikov R.
The dimension of the fixed point set on affine flag manifolds. ïÔÔ: Math. Res. Letters, 1996, v. 3, p. 185-189.
Bezrukavnikov R.
The dimension of the fixed point set on affine flag manifolds. ïÔÔ: Math. Res. Letters, 1996, v. 3, p. 185-189.
Bezrukavnikov R., Ostrik V.
Exceptional sets and equivariant K-theory of the nilpotent cone. ïÔÔ.: p.1-10.
Bezrukavnikov R., Ostrik V.
Exceptional sets and equivariant K-theory of the nilpotent cone. ïÔÔ.: p.1-10.
Bhaskara K.H., Viswanath K.
Poisson algebras and Poisson manifolds.Burnt Mill: Longman Scientific & Technical, 1988.-124 p.-bibl.: p.p.121-124. [8373]
Bhattacharya P.B., Jain S.K., Nagpaul S.R.
Basic abstract algebra.-Cambridge: Cambridge Univ. Press, 1986.-454 p. [2867]
Biagioni H.A.
A nonlinear theory of generalized functions.Berlin: Springer, 1990.-214 p.-bibl.: p.p. 198-211. (Lect. Notes in Math., v. 1421) [6415]
Bialynicki-Birula A., Carrell J.B., McGovern W.M.
Algebraic quotients. Torus actions and cohomology. The adjoint representation and the adjoint action.-Berlin: Springer, 2002.-242 p.bibl.: p.p. 232-238. [12564]
Bianchi L.
Lezioni sulla teoria dei gruppi continui finiti di trasformazioni.-Pisa: E.Spoerri, 1918.-590 p. [4921]
Bianry fluids...
Binary fluids with long range segregating interaction I: deviation of kinetic and hydrodynamic equation.-Bures-sur-Yvette: IHES, 2000.-43 p. (IHES/P/00/35) [11161]
Bieberbach conjecture
The Bieberbach conjecture: Proc. Symp. Occas. Proof, Purdue Univ., March 11-14, 1985 /A.Baerstein et al..., ed.-Providence, R.I.: Amer. Math. Soc., 1986.-218 p. (Math. Surv. & Monogr., v. 21) [3148]
Bieberbach L.
Einfuhrung in die konforme Abbildung. 2-te Aufl.-Berlin: Walter de Gruyter, 1927.-130 S. [4922]
Bieberbach L.
Lehrbuch der Funktionentheorie. Bd. 1: Elemente der Funktionentheorie. 4-te bearb. Aufl.N.-Y.: Chelsea Publ.Co., 1945.-322 S. [4923]
Bieberbach L.
Lehrbuch der Funktionentheorie. Bd. 2: Moderne Funktionentheorie. 2-te verb. Aufl.N.-Y.: Chelsea Publ.Co.- 1945.-370 S. [4924]
Bien F.
Constructions of telephone networks by group representations. ïÔÔ: Notices Amer. Math. Soc., 1989, v. 36, N 1, p.5-22.
Bien F.
Constructions of telephone networks by group representations. ïÔÔ: Notices Amer. Math. Soc., 1989, v. 36, N 1, p.5-22.
Bien F.
D-modules and multiplicities of representations of reductive symmetric spaces.
Bien F.
D-modules and multiplicities of representations of reductive symmetric spaces.
Bien F.
On the structure and representations of DifS^1. ïÔÔ:
Bien F.
On the structure and representations of DifS^1. ïÔÔ:
Biermann G., Rahtis G., Stelzer M.
The realization of an unstable coalgebra.-Paris: Soc. Math. France, 2017.-150 p.-bibl. 60 (Asterisque, N 393) [19915]
Biermann G., Rahtis G., Stelzer M.
The realization of an unstable coalgebra.-Paris: Soc. Math. France, 2017.-150 p.-bibl. 60 (Asterisque, N 393) [19915]
Bifurcation theory...
Bifurcation theory and spatio-temporal pattern formation. /W.Nagata, N.Sri Namachchivaya, ed.Providence, R.I.: Amer. Math. Soc., 2006.-178 p. [19446]
Bifurcation...
Bifurcation theory and nonlinear eigenvalue problems. /J.B.Keller, S.Antman, ed.-N.-Y.: W.A. Benjamin, 1969.-434 p. [13634]
Bifurcation...
Bifurcation, theorie ergodique et applications. Dijon, 22-26 Juin, 1981.-Paris: Soc. Math. France, 1982.-225 p. (Asterisque, N 98-99) [11241]
Bigard A., Keimel K., Wolfenstein S.
Groupes et anneaux reticules.-Berlin: Springer-Verlag, 1977.-334 p.-bibl.: p.p. 306-327. (Lect. Notes Math, N 608) [16426]
Biggs N.L., White A.T.
Permutation groups and combinatorial structures.-Cambridge: Cambridge Univ. Press, 140 p. [16479]
Bing R.H.
The geometric topology of 3-manifolds.-Providence, R.I.: Amer. Math. Soc., 1983.-238 p.-bibl.: p.p. 229-233. (Amer. Math. Soc. Colloq. Publ., v. 40) [18]
Bingham N.Y., Goldie C.M., Teugels J.L.
Regular variation.-Cambridge: Cambridge Univ. Press, 1987.-491 p.-bibl.: p.p. 445-466. [11931]
Binz E., Pods S.
The geometry of Heisenberg groups: with applications in signal theory, optics, quantization, and field theory. With an appendix by S.Preston.Providence, R.I.: Amer. Math. Soc., 2008.-298 p.bibl.: 88. (Math. Surv. & Monogr., v. 151) [18961]
Bioconsensus.
Bioconsensus. DIMACS Work. Group. Meetings, Oct. 25-26, 2000and 2-5, 2001. /M.F.Janowitz, F.-J. Lapointe, et all., ed.-Providence, R.I.: Amer. Math. Soc., 2003.-242 p. (DIMACS, v. 61) [18438]
Bion M.
The construction and principal uses of mathematical instruments. Including thirty folio illustrations of the several instruments to which he has added a supplement containing a further account of some of the most useful mathematical instruments as now improved.Mendham: Astragal Press, 1995.-330 p. [19443]
Biquard O.
Asymptotically symmetric Einstein metrics.Providence, R.I.: Amer. Math. Soc., 2006.-106 p.bibl.: p.p.103-105. [18447]
Biquard O.
Metriques d'Einstein asymptotiquement symetriques.-Paris: Soc. Math. France, 2000.-109 p.bibl.: p.p. 107-109. (Asterisque, N 265) [2579]
Birkhoff G.
Lattice theory. Revised ed.-Providence, R.I.: Amer. Math. Soc., 1948.-283 p.-bibl.: p.p. 272-274. (Colloq. Publ., v. 25) [11986, 18481]
Birkhoff G., MacLane S.
A survey of modern algebra.-N.-Y.: Macmillan Co., 1948.-450 p. [13636]
Birkhoff G.D.
The origin, nature, and influence of relativity.-N.-Y.: MacMillan Co., 1925.-185 p. [13635]
Birman M.S., Solomjak M.Z.
Spectral theory of self-adjoint operators in Hilbert space.-Dordrecht: D.Reidel Publ. Co., 1987.-302 p.-bibl.: 27 (Math. and its Appl.) [5838]
Bishop C.J.
Non-removable sets for quasiconformal and locally biLipschitz mappings in R^3.-N.-Y.: SUNY Stony Brook Inst. Math. Sci., 1998.-29 p.bibl.: 25. (SUNY Stony Brook Inst. Math. Sci., Preprint N 6) [10447]
Bishop E., Bridges D.
Constructive analysis.-Berlin: Springer, 1985.-477 p.-bibl.: 93. (Grundlthr. math. Wiss., v. 279) [3216]
Bishop R.L., Goldberg S.I.
Tensor analysis on manifolds.-N.-Y.: Macmillan Co., 280 p. [4925]
Bismut J.-M.
Holomorphic families of immersions and higher analytic torsion forms.-Paris: Soc. Math. France, 1997.-275 p.-bibl.: 35. (Asterisque, N 244) [11324]
Bismut J.-M.
Mecanique aleatoire.-Berlin: Springer, 1981.-564 p.-bibl.: 80. (Lecture Notes in Math., v. 866) [2803]
Bismut J.-M., Goette S.
Families torsion and Morse functions.-Paris: Soc. Math. France, 2001.-293 p.-bibl.: p.p. 285-290. (Asterisque, N 275) [12330]
Bismut J.-M., Zhang W.
An extension of a theorem by Cheeger and Muller.-Paris: Soc. Math. France, 1992.-236 p. (Asterisque, N 205) [11298]
Blackadar B.
K-theory for operator algebras.-Berlin: Springer, 1986.-338 p.-bibl.: p.p. 321-334. [2868]
Blackett D.W.
Elementary topology.-N.-Y.: Acad. Press, 1967.-224 p. [4926]
Blair D.E.
Inversion theory and conformal mapping.-Provi dence, R.I.: Amer. Math. Soc., 2000.-118 p. [19287]
Blanc P., Brylinski J.-P.
Cyclic homology and the Selberg principle. ïÔÔ.: PennState Departm. Math., 1990, PM 105, p. 1-42.
Blanc P., Brylinski J.-P.
Cyclic homology and the Selberg principle. ïÔÔ.: PennState Departm. Math., 1990, PM 105, p. 1-42.
Blank M., Keller G., Liverani C.
Ruelle-Perron-Frobenius spectrum for Anosov maps.-Bures-sur-Yvette: IHES, 2001.-58 p.-bibl.: 37. (IHES/M/01/31) [12065]
Blanloeil V.
Concordance des noeuds.-Strasbourg: IRMA, 2003.-38 p. (Prepubl. IRMA, 2003/018) [16079]
Blaschke W.
Kreis und Kugel.-N.-Y.: Chelsea Publ. Co., 1949.-169 S. [4927]
Blaschke W.
Vorlesungen uber Differentialgeometrie und geometrische Grundlagen von Einsteins Relativitatstheorie. Bd. II: Affine Differentialgeometrie.Berlin: Springer, 1923.-259 S. [13609]
Blasco L.
Description du dual admissible de U(2,1)(F) par le theorie des types de C.Bushnell et P.Kutzko.-Strasbourg: IRMA, 2000.-33 p. (Prepubl. IRMA, 2000/10) [12074]
Blasco L., Blondel C.
Types induits des paraboliques maximaux de Sp4(F) et GSp4(F).-Strasbourg: IRMA, 1999.33 p. (Prepubl. IRMA, N 08) [9148]
Blatter C.
Analysis I.-Berlin: Springer, 1974.-204 S. [4929]
Blatter C.
Analysis II.-Berlin: Spriner, 1974.-180 S. [4930]
Blatter C.
Analysis III.-Berlin: Springer, 1974.-184 S. [4931]
Blattner R.L.
Hopf algebras: a swift introduction. ïÔÔ.: Intern. Centre Theoret. Phys., SMR.686/10, p.1-18.
Blattner R.L.
Hopf algebras: a swift introduction. ïÔÔ.: Intern. Centre Theoret. Phys., SMR.686/10, p.1-18.
Bliss G.A.
Lectures on the calculus of variations.Chicago: Univ. Press, 1946.-296 p.-bibl.: 77. [4932]
Block J., Getzler E.
Quantization of foliations. ïÔÔ.
Block J., Getzler E.
Quantization of foliations. ïÔÔ.
Blokh A., Levin G.
Growing trees, laminations and the dynamics on the Julia set.-Bures-sur-Yvette: IHES, 1999.40 p.-bibl.: 30. (IHES/M/99/77) [10044]
Bluman G.W., Kumei S.
Symmetries and differential equations.N.-Y.: Springer, 1989.-411 p. (Appl. Math. Sci., v. 810 [3273]
Blyth T.S., Varlet J.C.
Ockham algebras.-Oxford: Oxford Univ. Press, 1994.-241 p.-bibl.: 107. [16524]
Boardman J.M.
Stable homotopy theory. Chap. V: Duality and Thom spectra.-Warwick: Univ. Warwick, 1966.-66 p. [4934]
Boardman J.M.
Stable homotopy theory. Chap. VI: Unoriented bordism and cobordism.-Warwick: Univ. Warwick, 1966.-71 p. [4935]
Boardman J.M.
Stable homotopy theory.-Warwick: Univ. Warwick, 1965.-42 p. [4933]
Boardman J.M., Vogt R.M.
Homotopy invariant algebraic structures on topological spaces.-Berlin: Springer, 1973.257 p.-bibl.: 56. (Lect. Notes in Math., v. 347) [6239]
Bobenko A., Pinkall U.
Discretization of surfaces and intgrable systems. ïÔÔ.: SFB 288 Preprint N 296, 1997, p. 1-58. bibl.: 52.
Bobenko A., Pinkall U.
Discretization of surfaces and intgrable systems. ïÔÔ.: SFB 288 Preprint N 296, 1997, p. 1-58. bibl.: 52.
Bobenko A.I., Suris Y.B.
Discrete differential geometry. Integrable structure.-Providence, R.I.: Amer. Math. Soc., 2008.-404 p.-bibl.: 251. (Grad. Stud. Math., v. 98) [18962]
Boboc N., Mustata P.
Espaces harmoniques associes aux operateurs differentiels lineaires du second ordre de type elliptique.-Berlin: Springer-Verlag, 1968.-95 p.(Lecture Notes in Math.,v.68.) [5848]
Bochnak J., Coste M., Roy M.-F.
Geometrie algebrique reelle.-Berlin: Springer, 1987.-373 p.-bibl.: p.p. 349-360. (Ergeb. Math und Grenzgeb., 3 Folge, Bd. 12) [8699]
Bochner S.
Collected papers of Salomon Bochner.-Part 1.-Providence, R.I.: Amer. Math. Soc., 1992. -762 p. [9675]
Bochner S.
Collected papers of Salomon Bochner.-Part 2.-Providence, R.I.: Amer. Math. Soc., 1992. -790 p. [9676]
Bochner S.
Collected papers of Salomon Bochner.-Part 3.-Providence, R.I.: Amer. Math. Soc., 1992. -732 p. [9677]
Bochner S.
Collected papers of Salomon Bochner.-Part 4.-Providence, R.I.: Amer. Math. Soc., 1992. -446 p. [9678]
Bochner S.
Fourier analysis. 1936-1937.-Ann Arbor: Princeton Univ., 1937.-113 p. [4936, 12087]
Bochner S.
Vorlesungen uber Fouriersche Integrale.-Leipzig: Akad. Verlag, 1932.-229 S. [13461]
Bochner S.
Vorlesungen uber Fouriersche Integrale.N.-Y.: Chelsea Publ. Co., 1948.-229 S. [12090]
Bochner S., Chandrasekharan K.
Fourier transforms.-Princeton: Princeton Univ. Press, 1949.-219 p. (Ann. Math. Stud., N 19) [11987]
Boe B.D.
Kazhdan-Luszig polynomials for Hermitian symmetric spaces. ïÔÔ.
Boe B.D.
Kazhdan-Luszig polynomials for Hermitian symmetric spaces. ïÔÔ.
Boerner H.
Darstellungen von Gruppen mit Berucksichtigung der Bedurfnisse der modernen Physik.Berlin: Springer, 1955.-287 S.-Bibl.: S.S. 278-282. [4937]
Bogart K.P.
The functions of algebra and trigonometry.Boston: Houghton Mifflin Co., 1977.-512 p. [18115]
Bogel K., Tasche M.
Analysis in normierten Raumen.-Berlin: Akad. Verlag, 1974.-384 S.-Bibl.: S.S. 369-373. [18119]
Bogomolov F.A., McQuillan M.L.
Rational curves on foliated varieties.-Bures-sur-Yvette: IHES, 2001.-29 p. (IHES/M/01/07) [11488]
Bohm A.
The rigged Hilbert space and quantum mechanics: Lectures in mathematical physics at the University of Texas at Austin.-Berlin: Springer, 1978.-70 p.-bibl.: 33.(Lecture Notes in Phys., v. 78) [5844]
Bohm D.
Quantum theory.-N.-Y.: Prentice-Hall, 1951.646 p. [12320]
Bohr H.
Almost periodic functions.-N.-Y.: Chelsea Publ.Co., 1947.-113 p. [13637]
Bohr H.
Collected mathematical works. In three volumes. v. 1: Dirichler series. The Riemann zeta-function.-Kobenhavn: Dansk Mat. Forening, 1952. [12091]
Bohr H.
Collected mathematical works. In three volumes. v. 2: Almost periodic functions.-Kobenhavn: Dansk Mat. Forening, 1952. [12092]
Bohr H.
Collected mathematical works. In three volumes. v. 3: Almost periodic functions.-Kobenhavn: Dansk Mat. Forening, 1952. [12093]
Boi L.
Mathematiques qualitatives, theorie des groupes et conception de l'espace chez Poincare.-Bures-sur-Ivette: IHES, 1996.-24 p.-bibl.: 53. (IHES/M/96/7) [9505]
Boileau M., Maillot S.
Three-dimensional orbifolds and their geometric structures.-Paris: Soc. Math. France., 2003.-168 p.bibl.: 225. [18448]
Boileau M., Porti J.
Geometrization of 3-orbifolds of cyclic type.Paris: Soc. Math, France, 2001.-208 p.-bibl.: p.p.197-205. (Asterisque, N 272) [12401]
Bokowski J., Strumfels B.
Computational synthetic geometry.-Berlin: Springer, 1989.-168 p.-bibl.: 164. (Lect. Notes in Math., v. 1355) [6378]
Bolibruch A.
Fuchsian inequality on a compact Kahler manifold.-Strasbourg: IRMA, 2000.-11 p. (Prepubl. IRMA, 2000/02) [12071]
Bolibruch A.
On isomonodromic confluences of Fuchsian singularities.-Strasbourg: IRMA, 1998.-21 p. (Prepubl. IRMA, N 16) [9134]
Bolibruch A.
On tau-function for the Schlesinger equation of isomonodromic deformations.-Strasbourg: IRMA, 2002.-10 p. (Prepubl. IRMA, N 07) [13724]
Bolibruch A.A.
Meromorphic trnasformation to the Birkhoff standard form in small dimensions. ïÔÔ.: ôrudy MIAN, 1999, v. 225, p.78-86.
Bolibruch A.A.
Meromorphic trnasformation to the Birkhoff standard form in small dimensions. ïÔÔ.: ôrudy MIAN, 1999, v. 225, p.78-86.
Bolibruch A.A.
On analytic transformation to Birkhoff standard form. ïÔÔ.: Proc. Stklov Inst. Math., 1995, N 3, p.29-35.
Bolibruch A.A.
On analytic transformation to Birkhoff standard form. ïÔÔ.: Proc. Stklov Inst. Math., 1995, N 3, p.29-35.
Bolibruch A.A.
On Fuchsian systems with given asymptotics and monodromy. ïÔÔ.: Proc. Steklov Inst. Math., 1999, v. 224, p.98-106.
Bolibruch A.A.
On Fuchsian systems with given asymptotics and monodromy. ïÔÔ.: Proc. Steklov Inst. Math., 1999, v. 224, p.98-106.
Bolibruch A.A.
On isomonodromic confluences of Fuchsian singularities. ïÔÔ.: Proc. Steklov Inst. Math., 1998, v. 221, p. 117-132.
Bolibruch A.A.
On isomonodromic confluences of Fuchsian singularities. ïÔÔ.: Proc. Steklov Inst. Math., 1998, v. 221, p. 117-132.
Bollobas B.
Extremal graph theory.-London: Acad. Press, 1978.-488 p.-bibl.: p.p. 438-479. [16556]
Boltjanski W.
Zerlegungsgleichheit ebener Polygone. ïÔÔ: Bul. Inst. Politeh. Iasi, Ser. noua, 1958, v. IV, N 1-2, p. 33-38.
Boltjanski W.
Zerlegungsgleichheit ebener Polygone. ïÔÔ: Bul. Inst. Politeh. Iasi, Ser. noua, 1958, v. IV, N 1-2, p. 33-38.
Boltyanski V., Martini H., Soltan V.
Geometric methods and optimization problems.Dordrecht: Kluwer Acad. Publ., 1999.-430 p.bibl.: 84. [16344]
Boman J.
A local vanishing theorem for distributions. ïÔÔ.: Rep. Dep Math. Univ. Stockholm, 1991, N 3, p.p. 1-5.
Boman J.
A local vanishing theorem for distributions. ïÔÔ.: Rep. Dep Math. Univ. Stockholm, 1991, N 3, p.p. 1-5.
Boman J.
An example of non-uniqueness for a generalized Radon transform. ïÔÔ.
Boman J.
An example of non-uniqueness for a generalized Radon transform. ïÔÔ.
Boman J.
Helgason's support theorem for Radon transforms - a new proof and a generalization. ïÔÔ.: Rep. Dep. Math. Univ. Stockholm, 1991, N 2, p.p. 1-5.
Boman J.
Helgason's support theorem for Radon transforms - a new proof and a generalization. ïÔÔ.: Rep. Dep. Math. Univ. Stockholm, 1991, N 2, p.p. 1-5.
Boman J.
On generalized Radon transforms witn unknown measures. ïÔÔ.: Contamporary Math., 1990, v. 113, p. 5-15.
Boman J.
On generalized Radon transforms witn unknown measures. ïÔÔ.: Contamporary Math., 1990, v. 113, p. 5-15.
Boman J.
Smoothness of sums of convex sets with real analytic boundaries. ïÔÔ.: Math. Scand., 1990, v. 66, p. 225-230.
Boman J.
Smoothness of sums of convex sets with real analytic boundaries. ïÔÔ.: Math. Scand., 1990, v. 66, p. 225-230.
Bombieri E.
An introduction to minimal currents and parametric variational problems.-Chur: Harwood Acad. Press, 1985.-384 p. [4938]
Bombieri E.
Le grand crible dans la theorie analytique des nombres.-Paris: Soc. Math. France, 1987/1974.103 p. (Asterisque, N 18) [11213]
Bonahon F.
Low-dimensional geometry. From Euclidean surfaces to hyperbolic knots.-Providence, R.I.: Amer. Math. Soc., 2009.-384 p.-bibl.: p.p. 365-375. [18895]
Bonatti C., Langevin R., Jeandenans E.
Difeomorphismes de Smale des surfaces.-Paris: Soc. Math. France, 1998.-235 p.-bibl.: p.p. 231-235. (Asterisque, N 250) [11330]
Bondal A.
A symplectic groupoid of trianguar bilinear forms and the braid group.-Bures-sur-Yvette: IHES, 2000.-61 p.-bibl.: 31. (IHES/M/00/02) [10564]
Bonetto F. et al...
Lindstedt series, ultraviolet divergences and Moser's thheorem.-Bures-sur-Ivette: IHES, 1995.-49 p.-bibl.: 23. (IHES/M/95/102) [9132]
Bonetto F., Daems D., Lebowitz J.L.
Properties of stationary nonequilibrium states in the thermostatted periodic Lorentz gas I: the one particle system.-Bures-sur-Yvette: IHES, 2000.17 p. (IHES/P/00/13) [11142]
Bonetto F., Gallavotti G et al...
Quasi linear flows on tori: regularity of their linearization.-Bures-sur-Yvette: IHES, 1996.-27 p. (IHES/P/96/38) [9449]
Bonetto F., Lebowitz J.L., Rey-Bellet L.
Fourier law: a challenge to theorists.-Bures-sur-Yvette: IHES, 2000.-23 p.-bibl.: 81. (IHES/P/00/14) [11143]
Bonk M., Heinonen J., Koskela P.
Uniformizing Gromov hyperbolic spaces.-Paris: Soc. Math. France, 2001.-99 p. (Asterisque, N 270) [12399]
Bonnafe C.
Sur les caracteres des groupes reductifs finis a centre non connexe: applications aux groupes speciaux lineaires et unitaires.-Paris: Soc. Math. France, 2006.-366 p. (Asterisque, N 306) [17398]
Bonnesen T., Fenchel W.
Theorie der konvexen Korper.-N.-Y.: Chelsea Publ. Co., 1948.-164 p.-bibl.: p.p. 150-164. [4939, 11048]
Bonnet A.
Travelling waves for planar flames with complex chemistry reaction network.-Paris: LMENS, 1992.-36 p.-bibl.: 23. (LMENS - 92 - 15) [9361]
Bonnet A., David G.
Cracktip is a global Mumford-Shah minimizer.Paris: Soc. Math. France, 2001.-259 p. (Asterisque, N 274) [1411]
Bonsall F.F., Duncan J.
Numerical ranges of operators on normed spaces and of elements of normed algebras.-Cambridge: Cambridge Univ. Press, 1971.-142 p.-bibl.: 78. [16618]
book of involutions.
The book of involutions./M.F.Knus, A.Merkurjev, M.Rost, J.-P., authors.-Providence: Amer. Math. Soc., 1998.-593 p.-bibl.: 321. [4940]
Booss B., Bleeker D.D.
Topology and analysis: The Atiyah-Singer index formula and gauge-theoretic physics.N.-Y.: Springer, 1985.-451 p.-bibl.: p.p.417-427. [3234]
Bopp N., Rubenthaler H.
Zeta functions attached to the principal spherical series for a class of symmetric spaces.Strasbourg: IRMA, 2001.-109 p.-bibl.: p.p. 107-109. (Prepubl. IRMA, N 07) [13709]
Borceux F., Bourn D.
Mal'cev, protomodular homological and semi-abelian categories.-Dordrecht: Klwer Acad. Publ., 2004.-479 p.-bibl.: 95. [15933]
Bordemann M., Meinrenken E., Schlichenmaier E.
Toeplitz quantization of Kahler manifolds and gl(N), N - limits. ïÔÔ: Mannheimer Manuskripte 147, p.1-16.
Bordemann M., Meinrenken E., Schlichenmaier E.
Toeplitz quantization of Kahler manifolds and gl(N), N - limits. ïÔÔ: Mannheimer Manuskripte 147, p.1-16.
Borel A.
Cohomologie des espaces localement compacts, d'apres J.Leray.-Ecole polytwechn. federale, 1951.-94 p. [4941]
Borel A.
Linear algebraic groups.-N.-Y.: W.A.Benjamin, 1969.-398 p. [4942]
Borel A.
Oeuvres: Collected papers. vol. I: 1948-1958.-Berlin: Springer, 1983.-718 p.-bibl.: 119. [12152]
Borel A.
Oeuvres: Collected papers. vol. II: 1959-1968.-Berlin: Springer, 1983.-790 p.-bibl.: 119. [12153]
Borel A.
Oeuvres: Collected papers. vol. III: 1969-1982.-Berlin: Springer, 1983.-718 p.-bibl.: 119. [12154]
Borel A.
Representations de groupes localement compacts.-Berlin: Springer, 1972.-98 p. (Lect. Notes in Math., v. 276) [6236, 13385]
Borel A.
Selected topics in the homology theory of fibre bundles.-Chicago: Univ. Chicago, 1954.63 p. [4943]
Borel A.
Seminar on transformation groups.-Princeton: Princeton Univ. Press, 1960.-245 p. (Ann. Math. Stud., N 46) [4944]
Borel A., Casselman W.
Cohomologie d'intersection et L^2-cohomologie de varietes arithmetiques de rang rationnel 2. ïÔÔ.: C.R. Acad. Sci. Paris, 1985, t. 301, p. 369-373.
Borel A., Casselman W.
Cohomologie d'intersection et L^2-cohomologie de varietes arithmetiques de rang rationnel 2. ïÔÔ.: C.R. Acad. Sci. Paris, 1985, t. 301, p. 369-373.
Borel A., Serre J.-P.
Theoremes de finitude en cohomologie galoisienne. ïÔÔ: Comment. Math. Helv., 1964, v.39, N 2, p.111-164.
Borel A., Serre J.-P.
Theoremes de finitude en cohomologie galoisienne. ïÔÔ: Comment. Math. Helv., 1964, v.39, N 2, p.111-164.
Borel A., Wallach N.
Continuous cohomology, discrete subgroups, and representations of reductive groups.-Princeton: Princeton Univ. Pres, 1980.-387 p. (Ann. Math. Stud., N 94) [9293, 4928]
Borho M., Brylinski J.-L.
Differential operators on homogeneous spaces III: Characteristic varieties of Harish Chandra modules and of primitive ideals.-140 p. [13463]
Borho M., Brylinski J.-L., Macpherson R.
Nilpotent orbits, primitive ideals and characteristic classes.-Bonn: Max-Planck Inst. Math., 1988.-165 p.-bibl.: p.p. 159-165. [13462]
Borho W.
A survey on enveloping algebras of semisimple Lie algebras. I. ïÔÔ.: Proc. Canad. Math. Soc. Conf., 1986, v. 5, p. 19-50. bibl.: p.p. 48-50.
Borho W.
A survey on enveloping algebras of semisimple Lie algebras. I. ïÔÔ.: Proc. Canad. Math. Soc. Conf., 1986, v. 5, p. 19-50. bibl.: p.p. 48-50.
Borho W.
Nilpotent orbits, primitive ideals, and characeristic classes. ïÔÔ.: p. 17-32.
Borho W.
Nilpotent orbits, primitive ideals, and characeristic classes. ïÔÔ.: p. 17-32.
Borho W., Brylinski J.-L.
Differential operators on homogeneous spaces II: Relative enveloping algebras.-Bonn: Max-Planck-Inst. Math., 1986.-58 p. (MPI/86-58) [13741]
Borho W., Brylinski J.-L., MacPherson R.
Equivariant K-theory approach to nilpotent orbits.-Bures-sur-Yvette: IHES, 1986.-87 p.bibl.: p.p. 83-87. (IHES/M/86/13) [13737]
Borho W., Brylinski J.-L., MacPherson R.
Springer's Weyl group representations through characteristic classes of cone bundles.-Bures-sur-Yvette: IHES, 1985.-26 p. (IHES/M/85/70) [13736]
Borho W., GabrielP., Rentschler R.
Primideale in Einhullenden auflosbarer Lie-Algebren.-Berlin: Springer, 1973.-182 S.Bibl.: 66. (Lect. Notes in Math., v.357) [6240, 13379]
Born M.
Einstein's theory of relativity.-N.-Y.: Dover Publ., 1962.-376 p. [4947]
Borodin A., Olshanski G.
Harmonic analysis on the infinite-dimensional unitery group and determinantal point processes. ïÔÔ.: Ann. Math., 2005, v. 161, p. 1319-1422.
Borodin A., Olshanski G.
Harmonic analysis on the infinite-dimensional unitery group and determinantal point processes. ïÔÔ.: Ann. Math., 2005, v. 161, p. 1319-1422.
Borodin A.N.
On characters of convergence to Brownian local time.-Leningrad: LOMI, 1983.-43 p. (Preprint) [10194]
Borodin A.N.
On distribution of random walk local time.Leningrad: LOMI, 1984.-34 p. (Preprint) [10195]
Borovoi M.
A cohomological obstruction to the Hasse principle for homogeneous spaces.-Bures-sur-Yvette: IHES, 1998.-14 p. (IHES/M/98/32) [9930]
Borsuk K.
Theory of shape.-Warszawa: PWN, 1975.-380 p.bibl.: 223. [18123]
Boruvka O.
Grundlagen der Gruppoid- und Gruppentheorie.Berlin: VEB Deutscher Verlag, 1960.-198 S.-Bibl.: 91. [18117]
Bos H.J.M.
Lectures in the history of mathematics.Providence, R.I.: Amer. Math. Soc., 1993.198 p. (History of Math., v. 7) [5819]
Bosch S., Guntzer U., Remmert R.
Non-Archimedean analysis: A systematic approach to rigid analytic geometry.-Berlin: Springer, 1984.-436 p.-bibl.: p.p. 416-420. (Grundl. math. Wiss., Bd. 261) [8700]
Boseck H.
Grundlagen der Darstellungstheorie.-Berlin: VEB Deutsch. Verlag, 1973.-186 S. [4945]
Boseck H.
Tensorraume.-Berlin: VEB Deutsch. Verlag, 1972.-148 S. [4946]
Bost J.-B.
Analytic torsion of projective spaces and compatibility with immersions of Quillen metrics.-Bures-sur-Yvette: IHES, 1998.-8 p. (IHES/M/98/16) [9914]
Bost J.-B.
Potential theory and Lefschetz theorems for arithmetic surfaces.-Bures-sur-Yvette: IHES, 1998.-80 p.-bibl.: 43. (IHES/M/98/07) [9905]
Bost J.-B., Mestre J.-F.
Moyenne arithmetico-geometrique et periodes des courbes de genre 1 et 2.-Paris: LMENS, 1988.-29 p. (LMENS - 88 - 13) [9336]
Bost J.B., Mestre J.F., Moret-Bailley L.
Sur le calcul explicite des "classes de Chern" des surfaces arithmetiques de genre 2. -Paris: LMENS, 1989.-42 p. ( LMENS - 89 - 5) [9337]
Bott R.
Homogeneous vector bundles. ïÔÔ.: Ann. Math., 1957, v. 66, N 2, p. 203-248.
Bott R.
Homogeneous vector bundles. ïÔÔ.: Ann. Math., 1957, v. 66, N 2, p. 203-248.
Bott R.
Marston Morse and his mathematical works. ïÔÔ.: Bull. Amer. Math. Soc., 1980, v. 3, N 3, p.907-950.
Bott R.
Marston Morse and his mathematical works. ïÔÔ.: Bull. Amer. Math. Soc., 1980, v. 3, N 3, p.907-950.
Bott R., Tu L.W.
Differential forms in algebraic topology.N.-Y.: Springer, 1982.-331 p. [16265]
Boubel C.
On the holonomy of Lorentzian metrics. ïÔÔ.: Prepubl. Ecole Norm. Super. Lyon, 2004, UMPA-N 323.-32 p.
Boubel C.
On the holonomy of Lorentzian metrics. ïÔÔ.: Prepubl. Ecole Norm. Super. Lyon, 2004, UMPA-N 323.-32 p.
Boubel C.
The coupoles of bilinear reflexivee forms, one of which is non degenerate. ïÔÔ.: Prebubl. Ecole Norm. Super. Lyon, 2004, UMPA N 327, 25 p.
Boubel C.
The coupoles of bilinear reflexivee forms, one of which is non degenerate. ïÔÔ.: Prebubl. Ecole Norm. Super. Lyon, 2004, UMPA N 327, 25 p.
Boubel C., Mounoud P., Tarquini C.
Lorentzian foliations on 3-manifolds. ïÔÔ.: Prebul. Ecole Norm. Super. Lyon, 2006, UMPA N 339, 28 p.
Boubel C., Mounoud P., Tarquini C.
Lorentzian foliations on 3-manifolds. ïÔÔ.: Prebul. Ecole Norm. Super. Lyon, 2006, UMPA N 339, 28 p.
Boukhari F. e.
Convergence presque sure et proprietes metriques des moyennes ergodiques ponderees.-Strasbourg: IRMA, 2002.-120 p.-bibl.: p.p. 117-120. (Prepubl. IRMA, N 039) [14452]
Bourbaki N
Varietes differentielles et analytiques. Fascicule de resultats. Paragraphes 1 a 7. 2-me ed., corrigee.-Paris: Hermann, 1971.-97 p. (Elements de math., f. 33) [13485]
Bourbaki N.
Algebre. Chap. 1: Structures algebriques.Paris: Hermann & Co., 1942.-165 p. (Elements de Math.) [4948]
Bourbaki N.
Algebre. Chap. 8: Modules et anneaux semi-simple.-Paris: Hermann, 1958.-189 p. (Elements de math., f. 23) [13464]
Bourbaki N.
Algebre. Chap. 9: Formes sesquilineaires et formes quadratiques.-Paris: Hermann, 1959.211 p. (Elements de math., f. 24) [13465] [13465]
Bourbaki N.
Algebre. Chap. II: Algebre lineaire.Paris: Hermann & Co, 1947.-132 p. (Elements de Math.) [4949]
Bourbaki N.
Algebre. Chap. III: Algebre multilineaire. Paris: Hermann & co., 1948.-157 p. (Elements de Math) [4950]
Bourbaki N.
Elements d'histoire des mathematiques.-Paris: Hermann, 1974.-376 p.-bibl.: 345. [13474]
Bourbaki N.
Espaces vectoriels topologiques. (Fascicule de resultats).-Paris: Hermann, 1955.-39 p. (Elements de math., f. 19) [13468]
Bourbaki N.
Espaces vectoriels topologiques. Chap. I-II: Espaces vectoriels topologiques sur un corps value. Ensembles convexes et espaces localement convexes.-Paris: Hermann, 1966.-175 p. (Elements de math., f. 15) [13467, 17635], chap.III-V [17636]
Bourbaki N.
Espaces vectoriels topologiques. Chap. III: Espaces d'applications lineaires continues. Ch.IV: La dualite dans les espaces vectoriels topologiques. Ch. V: Espaces hilbertiens (Theorie elementaire).-Paris: Hermann, 1955.-191 p. (Elements de math., f. 18) [13466]
Bourbaki N.
Fonctions d'une variable reelle. Theorie elementaire.-Paris: Hermann, 1976.-318 p. (Elements de math.) [13469]
Bourbaki N.
Groupes er algebres de Lie. Chap. VII: Sous-algebres de Cartan, elements reguliers. Chap. VIII: Algebres de Lie semi-simples deployees.-Paris: Hermann, 1975.-271 p. (Elements de math.) [13473]
Bourbaki N.
Groupes et algebre de Lie. Chap. 1: Algebres de Lie.-Paris: Hermann, 1960.-142 p. (Elements de mathematiques, fasc. 26) [3020]
Bourbaki N.
Groupes et algebres de Lie. Chap. I: Algebres de Lie.-Paris: Hermann, 1971.-147 p. (Elements de math.) [13470]
Bourbaki N.
Groupes et algebres de Lie. Chap. II: Algebres de Lie libres. Chap. III: Groupes de Lie.-Paris: Hermann, 1972.-320 p. (Elements de math.) [13471]
Bourbaki N.
Groupes et algebres de Lie. Chap. IV: Groupes de Coxeter et systeme de Tits. Chap. V: Groupes engendres par des reflexions. Chap. VI: Systemes de racines.-Paris:Hermann, 1968.-288 p. (Elements de math.) [13472]
Bourbaki N.
Integration. Chap. 1-4: Inegalite de convexite. Espaces de Riesz. Mesures sur les espaces localement compacts. Prolongement d'une mesure espaces L^p. 2-me ed., revue et augmentee.-Paris: Hermann, 1965.-283 p. (Elements de math., f. 13) [13478]
Bourbaki N.
Integration. Chap. IX: Integration sur les espaces topologiques separes.-Paris: Hermann, 1969.-133 p. (Elements de math., f. 35) [13475]
Bourbaki N.
Integration. Chap. V: Integration des mesures. 2-me ed., revue et corrigee.-Paris: Hermann, 1967.-154 p. (Elements de math., f. 21) [13479]
Bourbaki N.
Integration. Chap. VI: Integration vectorielle.-Paris: Hermann, 1959.-106 p. (Elements de math., f. 25) [13477]
Bourbaki N.
Theorie des ensembles. (Fascicule de resultats).-Paris: Hermann & Co., 1939.-50 p. [4951]
Bourbaki N.
Theorie des ensembles.-Paris: Hermann, 1970.(Elements de math.) [13480]
Bourbaki N.
Theories spectrales. Chap. 1-2: Algebres normees. Groupes localement compacts commutatifs.-Paris: Hermann & Co., 1967.-166 p. (Elements de Math., f. 32) [4954, 13481]
Bourbaki N.
Topologie generale. Chap 1-4.-Paris: Hermann, 1971. (Elements de math.) [13483]
Bourbaki N.
Topologie generale. Chap. 5-10.-Paris: Hermann, 1974. (Elements de math.) [13484]
Bourbaki N.
Topologie generale. Chap. I-II: Structures topologiques. Structures uniformes.-Paris: Hermann & Co., 1940._129 p. (Elements de Math) [4955]
Bourbaki N.
Topologie generale. Chap. III: Groupes topologiques (Theorie elementaire). Chap. IV: Nombres reeles.-Paris: Hermann & Co., 1942.159 p. (Elements de Math.) [4956]
Bourbaki N.
Topologie generale. Chap. IX: Utilisation des nombres reels en topologie generale.-Paris: Hermann & Co., 1948.-101 p. (Elements de Math.) [8582]
Bourbaki N.
Topologie generale. Chap. V: Groupes a un parametre. Chap. VI: Espaces numeriques et espaces projectifs. Chap. VII: Les groupes additifs R . Chap. VIII: Nombres complexes.-Paris: Hermann & Co., 1947.-132 p. (Elements de Math.) [4957]
Bourbaki N.
Varietes differentielles et analytiques. Fascicule de resultats. Paragraphes 8 a 15.-Paris: Hermann, 1971.-99 p. (Elements de math., s. 36) [13486]
Bourbaki N.
Varietes differentielles et analytiques.Fascicule de resultats.-Paris: Hermann & Co., 1967.-97 p. (Elements de Math., f. 33) [4958, 13482]
Bourdaud G.
Analyse fonctionnelle dans l'espace euclidien.-Paris: Univ. Paris VII, 1985.-192p. (Publ. Math. Univ. Paris VII, N 23) [5661]
Boutet de Monvel L., Malgrange B.
Le theoreme de l'indice relatif. ïÔÔ.: Ann. Scient. Ecole Norm. Super., Ser. 4., 1990, t. 23, p. 151-192.
Boutet de Monvel L., Malgrange B.
Le theoreme de l'indice relatif. ïÔÔ.: Ann. Scient. Ecole Norm. Super., Ser. 4., 1990, t. 23, p. 151-192.
Boyce W.E., DiPrima R.C.
Elementary differential equations. 4-th ed.N.-Y.: J.Wiley & Sons, 1986.-512 p. [18055]
Boyce W.E., DiPrima R.C.
Elementary differential equations. 8th ed.N.-Y.: J.Wiley & Sons, 2005.-622 p. [18835]
Boyer C.B.
A history of mathematics, 2nd ed.-N.-Y.: J.Wiley & Sons, 1991.-716 p.-bibl.: p.p. 633-675. [18449]
Boyer C.P., Galicki K., Piccinni P.
3-Sasakian geometry, nilpotent orbits, and exceptional quotients.-Butes-sur-Yvette: IHES, 2000.-22 p. (IHES/M/00/51) [11177]
Boyland P., Gole C.
I. Lagrangian systems on hyperbolic manifolds. II. Dynamical stability in Lagrangian systems.N.-Y.: SUNY Stony Brook Inst. Math. Sci., 1996.25 p.-bibl.: 34. (SUNY Stony Brook Inst. Math. Sci. Preprint 1996/1) [10505]
Bozhuyuk M.E.
Topics in knot theory.-Dordrecht: Kluwer Acad. Press, 1993.-353 p. [16617]
Bpurbaki N.
Integration. Chapitre 5: Integration des mesures.-Paris: Hermann, 1956.-131 p. (Elements de mathematique, f. 21) [13476]
Bracco O.
Fonction maximale associee a des operateurs de Sturm-Liouville singuliers.-Strasbourg: IRMA, 1999.-148.-bibl.: 52. (Prepubl. IRMA, N 03) [9146]
Bradley M.
Convex hull of polynomials and sums of 2 m-th powers. ïÔÔ: C. R. Acad. Sci Paris, Ser. 1, 1989, t. 309, p.751-755.
Bradley M.
Convex hull of polynomials and sums of 2 m-th powers. ïÔÔ: C. R. Acad. Sci Paris, Ser. 1, 1989, t. 309, p.751-755.
Braid group...
Braid group, knot theory and statistical mechanics. II. /C.N.Yang, M.L.Ge, ed.-Singapore: World Sci., 1994.-467 p. [11184]
Brandt L.
Differential and difference equations.-N.-Y.: J.Wiley & Sons, 1966.-698 p. [4960]
Brannan D.F., Esplen M.F., Gray J.J.
Geometry.-Cambridge: Cambridge Univ. Press, 1998.-498 p. [17487]
Bratteli O.
Derivations, dissipations and group actions on C>*-algebras.-Berlin: Springer, 1986.-277 p. bibl.: p.p. 265-274. (Lect. Notes in Math., v. 1229) [6269]
Brauer H.
Harmonische Raume und ihre Potentialtheorie.-Berlin: Springer-Verlag, 1966.-176 S. (Lecture Notes in Math.,v.22.) [5847]
Brauer R.
Theory of group characters. 1958.-104 p. [19444]
Braverman A., Bunin I.A., Gaitsgory D.
Geometric Eisenstein series. ïÔÔ.: p. 1-71.
Braverman A., Bunin I.A., Gaitsgory D.
Geometric Eisenstein series. ïÔÔ.: p. 1-71.
Braverman A., Gaitsgory D.
Crystals via the affine grassmannian. ïÔÔ.: p. 1-10.
Braverman A., Gaitsgory D.
Crystals via the affine grassmannian. ïÔÔ.: p. 1-10.
Braverman A., Gaitsgory D.
Poincare-Birkhoff-Witt theorem for quadratic algebras of Koszul type. ïÔÔ.: The Raymond & Beverly Sackler Fac. Exact Sci., 1994, Techn. Rep. N 1-94.
Braverman A., Gaitsgory D.
Poincare-Birkhoff-Witt theorem for quadratic algebras of Koszul type. ïÔÔ.: The Raymond & Beverly Sackler Fac. Exact Sci., 1994, Techn. Rep. N 1-94.
Braverman M., Farber M.
Equivariant Novikov inequalities.-Bures-sur-Yvette: IHES, 1996.-21 p. (IHES/M/96/33) [9444]
Braverman M.Sh.
Independent random variables and rearrangement invariant spaces.-Cabridge: Cambridge Univ. Press, 1994.-116 p.-bibl.: 55. [16619]
Brawley J.V., Schnibben G.E.
Infinite algebraic extensions of finite fields.-Providence, R.I.: Amer. Math. Soc., 1989.-104 p.-bibl.: 47. (Contemp. Msth., v.95) [6473]
Brazilian meeting of topology.
IX Brazilian meeting of topology. Abstracts. Lectures. Mini Course. Sept. 5-9, 1994, Flumin.Inst. Mat. Univ. Fed. Fluminense, 1994. [16457]
Bredon G.E.
Introduction to compact transformation groups.-N.-Y.: Acad. Press, 1972.-459 p.bibl.: p.p. 432-453. [4961]
Bredon G.E.
Sheaf theory.-N.-Y.: McGraw-Hill Book Co., 1967.-272 p.-bibl.: 45. [4962]
Bredon G.T.
Equivariant cohomology theories.-Berlin: Springer, 1967.-59 p. (Lecture Notes in Math., N 34) [13377]
Breen L.
On the classification of 2-gerbes and 2-stacks.Paris: Soc. Math. France, 1994.-160 p.-bibl.: p.p. 1550160. (Asterisque, N 225) [11312]
Breen L., Messing W.
Diferential geometry of gerbes. ïÔÔ.
Breen L., Messing W.
Diferential geometry of gerbes. ïÔÔ.
Brehmer S., Apelt H.
Analysis. Bd. 1: Folgen, Reihen, Funktionen. 5-te Aufl.-Berlin: VEB Deutscher Verlag, 1990.206 S. [18111]
Brehmer S., Apelt H.
Analysis. Bd. 2: Differential- und Integralrechnung. 4-te Aufl.-Berlin: VEB Deutscher Verlag, 1988.-224 S. [18112]
Brehmer S., Belkner H.
Einfuhrung in die analytische Geometrie und lineare Algebra.- Berlin.: Deutsch. Verlag Wissensch., 1972.380 S. [19347]
Brelot M.
Elements de la theorie classique du potentiel.-Paris: Univ. Sorbonne, 191 p. [2869]
Bressler P., Soibelman Y.
Homological mirror symmetry, deformation quantization and non-commutative geometry.Bures-sur-Yvette: IHES, 2002.-20 p. (IHES/M/02/23) [12552]
Brewer J.W., Bunce J.W., Van Vleck F.S.
Linear systems over commutative rings.-N.-Y.: Marcel Dekker, 1986.-200 p. (Lect. Notes Pure and Appl. Math., v. 104) [19]
Brezin J.
Harmoniic analysis on compact solvmanifolds.-Berlin: Springer, 1977.-180 p. (Lecture Notes in Math., v. 602) [5887]
Brezis H.
Analyse fonctionnele: Theorie et applications.-Paris: Masson, 1983.-233 p.-bibl.: p.p.225-229. [8374]
Bricmont J., Gawedzki K., Kupiainen A.
KAM theorem and quantum field theory.-Bures-sur-Yvette: IHES, 1998.-32 p. (IHES/P/98/62) [9960]
Bridgeman M.
Average bending of convex pleated planes in H3.-Bures-sur-Yvette: IHES, 1996.-12 p. (IHES/M/96/54) [9466]
Brillouin L.
Wave propagation in periodic structures. Electric filters and crystal lattices. 2-nd ed. correct. & addit.-N.-Y.: Dover Publ., 1953.-255 p. [4963]
BrinkmanH.-B., Puppe D.
Kategorien und Funktoren.-Berlin: Springer-Verlag, 1966.-108 S. (Lect. Notes in Math. N 18) [18086]
Brinkmann H.-B., Puppe D.
Abelsche und exakte Kategorien, Korrespondenzen.-Berlin: Springer-Verlag, 1969.-142 S. (Lect. Notes in Math. N 96) [18089]
Brion M., Vergne M.
An equivariant Riemann-Roch theorem for complete, simplicial toric varieties.-Paris: LMENS, 1995.-28 p. (LMENS, 95-31) [13748]
Brion M., Vergne M.
Lattice points in simple polytopes.-Paris: LMENS, 1995.-24 p. (LMENS, 95-15) [13749]
Brion M., Vergne M.
Une formule d'Euler-MacLaurin pour les fonctions de partition. ïÔÔ.: 1995, 5 p.
Brion M., Vergne M.
Une formule d'Euler-MacLaurin pour les fonctions de partition. ïÔÔ.: 1995, 5 p.
Brion M., Vergne V.
Une formule d'Euler-MacLaurin pour les polytopes convexes rationnels. ïÔÔ.: 1995, 5 p.
Brion M., Vergne V.
Une formule d'Euler-MacLaurin pour les polytopes convexes rationnels. ïÔÔ.: 1995, 5 p.
Brocker T., Dieck T. tammo.
Representations of compact Lie groups.N.-Y.: Springer, 1985.-314 p.-bibl.: p.p. 299-303. (Grad. Texts Math., v. 98) [3080]
Brodman M.
Algebraische Geometrie: Eine Einfuhrung.Basel: Birkhauser, 1989.-470 p.-bibl.: p.p 459-462. [3259]
Broer H.W., Huitema G.B., Sevryuk M.B.
Quasi-periodic motions in families of dynamical systems.-Berlin: Springer Verlag, 1996.-196 p. bibl.: 362. (Lect. Notes Math., N 1645) [14651]
Broise A., Dal'bo F., Peigne M.
Etudes spectrales d'operateurs de transfert et applications.-Paris: Soc. Math. France, 1996.177 p.-bibl.: 30. (Asterisque, N 238) [6442, 11379]
Bromwich T.J.I'A.
Quadratic forms and their classification by means of invariant-factors.-Cambridge: Cambridge Univ. Press, 1906.-100 p. [4964]
Bronstein I.U.
Extensions of minimal troansformation groups.Alphen aan den Rijn: Sijthoff & Noordhoff, 1979.320 p.-bibl.: p.p. 293-316. [16433]
Bros J., Epstein H., Moschella U.
Analyticity properties and thermal effects for general quantum field theory on De Sitter space-time.-Bures-sur-Yvette: IHES, 1997.31 p.-bibl.: 35. (IHES/P/97/52) [9855]
Broue M.
Equivalences of blocks of group algbras.Paris: LMENS, 1993.-26 p.-bibl.: 36.(LMENS - 93 - 4) [9372]
Broue M.
Isometries de caracteres et equivalences de Morita ou derivees.-Paris: LMENS, 1989.-18 p. (LMENS - 89 - 7) [9339]
Broue M.,
Rouquier R. On Rickard's equivalences.-Paris: LMENS, 1994.-11 p. (LMENS - 94 - 1) [9385]
Broue M., Malle G.
Theoremes de Sylow generiques pour les groupes reductifs sur les corps finis.- Paris: LMENS, 1991.-22 p. (LMENS - 91 - 3) [9348]
Broue M., Malle G.
Zyklotomische Heckealgebren.-Paris: LMENS, 1993.-55 p.-bibl.: 23. (LMENS - 93 - 1) [9370]
Broue M., Malle G., Michel J.
Representations unipotentes generiques et blocs des groupes reductifs finis.-Paris: Soc. Math. France, 1993.-203 p. (Asterisque, N 212) [11302]
Broue M., Malle G., Michel J.
Split spetses for primitive reflection groups. -Paris: Soc. Math. France, 2013.-148 p.-bibl.: 48 (Asterisque, N 359) [19574]
Broue M., Michel J.
Blocs et series de Lusztig dans un groupe reductif fini.-Paris: LMENS, 1988.-13 p. (LMENS -88 - 1) [9330]
Broussous P.
Le dual admissible d'une algebre a division locale: une parametrisation par des types simples a la Bushnell et Kutzko.-Strasbourg: IRMA, 1995.-94 p.-bibl.: 19. (Prepubl. IRMA, 1995/18) [9518]
Brouwer A.E., Cohen A.M., Neumaier A.
Distance-regular graphs.-Berlin: Springer, 1989.-495 p.-bibl.: 800. (Ergeb. Math. und Grenzgeb., 3 Folge, Bd. 18) [3112]
Browder W.
Surgery on simple-connected manifolds.-Berlin: Springer-Verlag, 1972.-132 p.-bibl.: 68. (Ergeb. Math. und ihrer Grenzgeb., Bd. 65) [11668]
Brown A., Pearcy C.
Introduction to operator theory. I: Elements of functional analysis.-N.-Y.: Springer, 1977.474 p.-bibl.: 67. [12095]
Brown K.S.
Buildings.-N.-Y.: Springer, 1989.-215 p.bibl..: p.p. 207-210. [4965]
Brown R.
Elements of modern topology.-N.-Y.: McGraw-Hill Book Co., 1968.-351 p.-bibl.: p.p. 338342. [4966, 4967]
Brua J.-Y.
Estimation non parametrique pour des modeles de diffusion et de regression.-Strasbourg: IRMA, 2008.-78 p.-bibl.: p.p. 73-78. [18658]
Bruckner A.
Differentiation of real functions.-Providence, R.I.: Amer. Math. Soc., 1994.-194 p.bibl.: 312. (CRM Monogr. Ser., v. 5) [5782]
Bruhat F.
Sur les representations induites des groupes de Lie.-Paris: Gauthier-Villars, 1956.-206 p.bibl.: 40. [10196]
Bruin H., Luzzatto S., Strien S. van.
Decay on correlations in one-dimensional dynamics.-Bures-sur-Yvette: IHES, 1999.-30 p. (IHES/ /M/99/83) [10729]
Brumfeld G.W., Hilden H.M.
SL(2) representations of finitely presented groups.-Rhode Island: Amer. Math. Soc., 1995.196 p. (Contemp. Math., v. 187) [9053]
Bruner R.R., Le Min Ha, Hung Nguyen H.V.
On behavior of the algebraic transfer.-Bures-sur-Yvette: IHES, 2002.-16 p. (IHES/M/02/37/) [13690]
Brunk H.D.
An introduction to mathematical statistics.N.-Y.: Ginn & Co., 1960.-403 p. [4968]
Brylinski J-L., Zucker S.
An overview of recent advances in Hodge theory. ïÔÔ.: Encyclop. Math. Sci., Berlin: Springer, 1990, p. 39-142, bibl.: p.p. 133-142.
Brylinski J-L., Zucker S.
An overview of recent advances in Hodge theory. ïÔÔ.: Encyclop. Math. Sci., Berlin: Springer, 1990, p. 39-142, bibl.: p.p. 133-142.
Brylinski J.-L.
Equivariant intersection cohomology.-Bures-sur-Yvette: IHES, 1986.-30 p. (IHES/M/86/30) [13746]
Brylinski J.-L.
The degeneracy of two spectral sequences. PennState Univ. Depart. Math., 1991, Rep. PM 118, p.1-10.
Brylinski J.-L.
The degeneracy of two spectral sequences. PennState Univ. Depart. Math., 1991, Rep. PM 118, p.1-10.
Brylinski J.-L.
The Kaehler geometry of the space of knots in a smooth threefold.-PennState Univ. Depart. Math., 1990, Rep. PM 93, p.1-71.
Brylinski J.-L.
The Kaehler geometry of the space of knots in a smooth threefold.-PennState Univ. Depart. Math., 1990, Rep. PM 93, p.1-71.
Brylinski J.-L., Delorme P.
Vecteurs distributions H-invariants pour les series principales generalisees d'espaces symetriques reductifs et prolongement meromorphe d'integrales d'Einstein.-PennState Univ. Depart. Math., Rep. PM 121, p.1-55.
Brylinski J.-L., Delorme P.
Vecteurs distributions H-invariants pour les series principales generalisees d'espaces symetriques reductifs et prolongement meromorphe d'integrales d'Einstein.-PennState Univ. Depart. Math., Rep. PM 121, p.1-55.
Brylinski J.-L., Kostant B.
Nilpotent orbits, normality, and Hamiltonian group actions. ïÔÔ.: Bull. Amer. Math. Soc., 1992, v. 26, N 2, p.269-275.
Brylinski J.-L., Kostant B.
Nilpotent orbits, normality, and Hamiltonian group actions. ïÔÔ.: Bull. Amer. Math. Soc., 1992, v. 26, N 2, p.269-275.
Brylinski J.-L., Malgrange B., Verdier J.-L.
Transformation de Fourier geometrique. II. ïÔÔ.: C. R. Acad. Sci. Paris, 1986, t. 303, p.193-198.
Brylinski J.-L., Malgrange B., Verdier J.-L.
Transformation de Fourier geometrique. II. ïÔÔ.: C. R. Acad. Sci. Paris, 1986, t. 303, p.193-198.
Brylinski J.-L., McLaughlin D.
A geometric construction of the first Pontryagin class. ïÔÔ.: 8 p.
Brylinski J.-L., McLaughlin D.
A geometric construction of the first Pontryagin class. ïÔÔ.: 8 p.
Brylinski J.-L., McLaughlin D.A.
The geometry of degree four characteristic classes and of line bundles on loop spaces.I. ïÔÔ.: 40 p.
Brylinski J.-L., McLaughlin D.A.
The geometry of degree four characteristic classes and of line bundles on loop spaces.I. ïÔÔ.: 40 p.
Brylinski J.L., Malgrange B., Verdier J.-L.
Transformation de Fourier geometrique.I. ïÔÔ.: C. R. Acad. Sci. Paris, 1983, t. 297, p.55-58.
Brylinski J.L., Malgrange B., Verdier J.-L.
Transformation de Fourier geometrique.I. ïÔÔ.: C. R. Acad. Sci. Paris, 1983, t. 297, p.55-58.
Brylinski J.L., Monteiro Fernandez T.
Geometrie et analyse microlocales.-Paris: Soc. Math. France, 1986.-252 p. (Asterisque, N 140-141) [11260]
Brylinski R., Kostant B.
Nilpotent orbits, normality and Hamiltonian group actions. ïÔÔ.: 10 p.
Brylinski R., Kostant B.
Nilpotent orbits, normality and Hamiltonian group actions. ïÔÔ.: 10 p.
Brylinski R., Kostant B.
Nilpotent orbits, normality and Hamiltonian group actions. ïÔÔ.: 48 p.
Brylinski R., Kostant B.
Nilpotent orbits, normality and Hamiltonian group actions. ïÔÔ.: 48 p.
Brylinski R., Kostant B.
The variety of all invariant symplectic structures on a homogeneous space and normalizers of isotopy subgroups. ïÔÔ.: 34 p.
Brylinski R., Kostant B.
The variety of all invariant symplectic structures on a homogeneous space and normalizers of isotopy subgroups. ïÔÔ.: 34 p.
Brylinski R.K.
Twisted ideals of the nullcone. ïÔÔ.: 23 p.
Brylinski R.K.
Twisted ideals of the nullcone. ïÔÔ.: 23 p.
Buchdahl N.
A Nakai-Moishezon criterion for non-Kahler surfaces.-Bures-sur-Yvette: IHES, 1999.-6 p. (IHES/M/99/88) [10562]
Buchdahl N.
Compact Kahler surfaces with trivial canonical bundle.-Bures-sur-Yvette: IHES, 1999.-9 p. (IHES/M/99/92) [10563]
Buck R.C.
Advanced calculus. 3-d ed.-N.-Y.: McGraw-Hill Book Co., 1978.-622 p.-bibl.: 56. [4969]
Buck R.C.
Advanced calculus.-N.-Y.: McGraw-Hill Book Co., 1956.-423 p. [4970]
Bucur I.
Selected topics in algebra and its interrelations with logic, number theory and algebraic geometry.-Dordrecht: D.Reidel Publ. Co., 1984.406 p. [8701]
Buff X.
Geometry of the Feigenbaum map.-N.-Y.: SUNY Stony Brook Inst. Math. Sci., 1997.-14 p. (SUNY Stony Brook Inst. Math. Sci. Preprint N 18) [10453]
Buff X., Henriksen C.
Scaling ratios and triangles in Siegel disks.N.-Y.: SUNY Stony Brook Inst. Mayh. Sci., 1999.13 p. (SUNY Stony Brook Inst. Math. Sci. Preprint N 4) [10436]
Bugeaud Y.
Approximation Diophantine effective.-Strasbourg: IRMA, 2000.-44 p.-bibl.: 145. (Prepubl. IRMA, 2000/07) [12072]
Bugeaud Y.
Formes lineaires de logarithmes et applications.-Strasbourg: IRMA, 1996.-133 p. (Prepubl. IRMA, 1996/07) [3040]
Bugeaud Y.
Minoration effective de formes lineaires en deux logarithmes p-adiques.-Strasbourg: IRMA, 1995.-10 p. (Prepubl. IRMA, 1995/12) [9024]
Buhler O.
A brief introduction to classical, statistical, and quantum mechanics.-N.-Y.: Courant Inst. Math., 2006.-154 p. [18450]
Buildings and the geometry....
Buildings and the geometry of diagrams: Lect. 3rd 1984 sess. of the C.I.M.E., Como, Aug. 26 - Sept. 4, 1984./L.A.Rosati, ed.Berlin: Springer, 1986.-277 p. (Lect. Notes in Math., v. 1181) [6267]
Buium A.
Differential function fields and moduli of algebraic varieties.-Berlin: Springer, 1986.146 p. (Lecture Notes in Math., v. 1226) [5907]
Bullen P.S.
Handbook of means and their inequalities.Dordrecht: Kluwer Acad. Publ., 2003.-537 p.bibl.: p.p. 439-509. [14087, 16575]
Bump D.
Automorphic forms on GL(3,R).-Berlin: Springer, 1984.-184 p.-bibl.: 40. (Lecture Notes in Math., N 1083) [12138, 15395]
Bunke H.
Gewohnliche Differentialgleichungen mit zufalligen Parametern.-Berlin: Akademie-Verlag, 1972.210 S.-Bibl.: S.S. 170-207. [17338]
Bunke U., Schick T., Spitzweck M.
Periodic twisted cohomology and T-duality.Paris: Soc. Math. France, 2011.-134 p.-bibl.: 26. (Asterisque, N 337) [19070]
Buonanno A.
Coalescing binary systems: an effective metric approach.-Bures-sur-Yvette: IHES, 1999.6 p. (IHES/P/99/33) [10125]
Buonanno A.
Initial conditions in pre-big bang string cosmology.-Bures-sur-Yvette: IHES, 1999.-7 p. (IHES/P/99/32) [10124]
Buonanno A., Damour T.
Effective action and tension renormalization for cosmic and fundamental strings.-Bures-sur-Yvette: IHES, 1998.-11 p. (IHES/P/98/19) [9917]
Buonanno A., Damour T.
Effective one-body approach to general relativistic two-body dynamics.-Bures-sur-Yvette: IHES, 1998.-52 p.-bibl.: 34. (IHES/P/98/74) [9972]
Buonanno A., Damour T.
Gravitational, dilatonic and axionic radiative damping of cosmic strings.Bures-sur-Yvette: IHES, 1998.-38 p.-bibl.: 30. (IHES/P/98/06) [9904]
Buonanno A., Damour T.
The fate of classical tensor inhomogeneities in pre-big-bang string cosmology.-Bures-sur-Yvette: IHES, 2001.-16 p. (IHES/P/01/05) [11477]
Buonanno A., Damour T.
Transition from inspiral to plunge in binary black hole coalescences.-Bures-sur-Yvette: IHES, 1999.-51 p. (IHES/P/99/94) [10379]
Buonanno A., Damour T., Veneziano G.
Pre-big bang bubbles from the gravitational instability of generic string vacua.-Bures-sur-Yvette: IHES, 1998.-58 p.-bibl.: 43. (IHES/P/ /98/44) [9942]
Burago D., Burago Y., Ivanov S.
A course in metric geometry.-Providence, R.I.: Amer. Math. Soc., 2001.-416 p.-bibl.: p.p. 405-407. (Grad. Stud. Math., v. 33) [18451]
Burago Yu., Kalinin B.
On smoothness and singularities of convex hypersurfaces.-Bures-sur-Ivette: IHES, 1995.13 p.-bibl.: 21. (IHES/M/95/95) [9118]
Burago Yu.D., Zalgaller V.A.
Geometric inequalities. Transl. from the Russian.Berlin: Springer, 1988.-331 p.-bibl.: p.p. 300-320. (Grundlehr. math. Wiss., Bd. 285) [20]
Burau W.
Mehdimensionale projektive und hoehere Geo metrie.-Berlin: Deutsch. Verlag Wissensch., 1961.436 S. [15969]
Burger M., Mozes S.
Groups acting on trees: from local to global structure.-Bures-sut-Yvette: IHES, 1999.-41 p. (IHES/M/99/15) [9998]
Burger M., Mozes S.
Lattices in product of trees.-Bures-sur-Yvette: IHES, 1999.-47 p. (IHES/M/99/37) [10015]
Burghelea D. et al...
Analytic and Reidemeister torsion for representations in finite type Hilbert modules.Bures-sur-Ivette: IHES, 1996.-97 p.-biibl.: 48. (IHES/M/96/4) [9162]
Burghelea D., Friedlander L., Kappeler T.
On the determinant of elliptic differential and finite diference operators in vector bundles over S^1. ïÔÔ:
Burghelea D., Friedlander L., Kappeler T.
On the determinant of elliptic differential and finite diference operators in vector bundles over S^1. ïÔÔ:
Burghelea D., Friedlander L., Kappeler T.
Torsions for manifolds with boundary and glueing formulas.-Bures-sur-Ivette: IHES, 1996. -58 p.-bibl.: 49. (IHES/M/96/5) [9163]
Burghelea D., Lashof R., Rothenberg M.
Groups of automorphisms of manifolds.-Berlin: Springer-Verlag, 1975.-156 p.-bibl.: 47. (Lecture Notes in Math., v. 473) [5869]
Burgos Gil J.I., Philippon P., Sombra M.
Arithmetic geometry of toric varieties. Metrics, measures and heights.-Paris: Soc. Math. France, 2014. - 224 p.-bibl.: 74 (Asterisque, N 360) [19575]
Burklen O.Th.
Mathematische Formelsammlung.-Berlin: W. de Gruyter & Co., 1931.-256 S. [4971]
Burnside W.
Theory of groups of finite order. 2-nd ed.N.-Y.: Dover Publ., 1955.-512 p. [16480]
Burnside W.
Theory of groups of finite order.-Cambridge: Univ. Press, 1897.-388 p. [4972]
Burq N.
Poles de diffusion engendres par un coin.-Paris: Soc. Math. France, 1997.-122 p.-bibl.: 28. (Asterisque, N 242) [11322]
Burris S.N.
Number theoretic density and logical limit laws.Providence, R.I.: Amer. Math. Soc., 2001.-290 p.bibl.: 57. [18452]
Burstall F.E., Rawnsley J.H.
Twistor theory for Riemannian symmetric spaces. With applications to harmonic maps of Riemann surfaces.-Berlin: Springer, 1990.112 p.-bibl.: 87. (Lect. Notes in Math., v.1424) [6418]
Busemann H.
Convex surfaces.-N.-Y.: Intersci. Publ., 1958.-196 p.-bibl.: p.p. 189-194. [4973]
Buser P., Karcher H.
Gromov's almost flat manifolds.-Paris: Soc. Math. France, 1981.-148 p. (Asterisque, N 81) [11232]
Bushaw D.
Elements of general topology.-N.-Y.: J.Wiley & Sons, 1963.-166 p.-bibl.: 201. [4974]
Bushnell C.J., Henniart G.
Local tame lifting for GL(n). II: Wildly ramified supercuspidals.-Paris: Soc. Math. France, 1999.-105 p.-bibl.: 39. (Asterisque, N 254) [11334]
Bushnell C.J., Kutzko P.C.
The admissible dual of GL(N) via compact open subgroups.-Princeton: Princeton Univ. Press, 1993.-314 p.-bibl.: p.p. 307-310.(Ann. Math. Stud., v. 129) [5693]
Butta P., De Masi A.
Slow motion and metastability for a non local evolution equation.-Bures-sur-Yvette: IHES, 2000.-27 p. (IHES/P/00/33) [11157]
Buzzard G.T.
Tame sets, dominating maps, and complex tori.Bures-sur-Yvette: IHES, 1999.-12 p. 9IHES/M/99/46) [10023]
Buzzi J., Sarig O.
Uniqueness of equilibrium measures for countable Markov shifts and multi-dimensional piecewise expanding maps.-Bures-sur-Yvette: IHES, 2001.-17 p. (IHES/M/01/55) [6964]

Rambler's Top100