Kho sách Toán cao cấp tại http://kolho3.tiera.ru/

Kho sách Toán cao cấp tại http://kolho3.tiera.ru/




Chào các bác ,

Tình hình là cháu vừa mới Search được một trang Web của Nga , chứa rất nhiều các sách khoa học tự nhiên và xã hội .

Trang Web này rất sộp , toàn là sách hay và mới lạ , bảo đảm vừa lòng các bác .





http://kolho3.tiera.ru/

Đặc biệt là các sách Toán về lĩnh vực Đại Số (Algebra ) , như :
1 ) Đại số hiện đại .
2) Đại số tính toán ( Computer Algebra ) .
3) Hình học Đại số ( Geometry Algebra ) .
4) Tính toán các cơ sở Grobner Basis , Macaulay Basis ....
5) Lý thuyết Galois ứng dụng trong việc giải các hệ thống phương trình vi phân .....
6) Lý thuyết số , các thuật toán trong lý thuyết số , phân tích các đa thức nhiều biến thành các đa thức bất khả quy , các phương pháp tính toán trong lý thuyết nhóm ( computational in group theory )
7) Ứng dụng của Đại Số hiện đại vào tin học , vật lý , .....

Vài danh sách các sách Toán
# Anderson F.W., Fuller K.R. Rings and categories of modules [2ed., Springer, 1992] (djvu,385 p.,4993K,600dpi,en,T,K)
# Artin M. Galois theory [2ed, London, 1944] (pdf,86 p.,1504K,en)
# Atiyah M.F., Bott R., Shapiro A. Clifford modules [1963] (djvu,36 p.,333K,300dpi,en,T)
# Ayres F., Jaisingh L. Schaums outline of theory and problems of abstract algebra [2ed., MGH, 2004] (pdf,310 p.,2721K,en)
# Baker. Galois Theory, U Glasgow course (pdf,88 p.,610K,en)
# Beidar K.I., Martindale W.S., Mikhalev A.V. Rings with generalized identities [M.Dekker 1995] (0824793250,djvu,531 p.,4106K,150dpi,en,T)
# Berman. Galois theory of linear ODEs (phd thesis) (pdf,157 p.,1055K,en)
# Blackadar B. K-theory for operator algebras [2ed., CUP, 1998] (0521635322,djvu,318 p.,3051K,600dpi,en,T)
# Brown W.C. Matrices over commutative rings [M.Dekker, 1993] (djvu,294 p.,2653K,300dpi,en,T)
# Bruns W., Vetter U. Determinantal Rings [Springer LNM 1327, 1988] (3540194681,pdf,144 p.,1278K,en)
# Cannas da Silva A., Weinstein A. Geometric models for noncommutative algebras [web draft, 1998] (pdf,194 p.,908K,en)
# Cherednik I. Double affine Hecke algebra [web draft, 2004] (djvu,451 p.,3552K,300dpi,en,T)
# Dummit D.S., Foote R.M. Abstract algebra [PH, 1991] (djvu,668 p.,5458K,300dpi,en,T)
# Enderton H.B. Elements of set theory [AP, 1977] (djvu,289 p.,2079K,300dpi,en,T,K)
# Enderton H.B. Elements of set theory [Academic Press, 1977] (djvu,289 p.,1948K,300dpi,en,T,K)
# Filaseta M. Irreducible polynomials theory (no chap.5) [Math788F, 1998] (pdf,328 p.,2052K,en)
# Goldschmidt D.M. Group Characters, Symmetric Functions, and the Hecke Algebra [AMS, 1993] (djvu,69 p.,1760K,400dpi,en,T)
# Hadamard. Cinq lettres sur la theorie des ensembles [BSMF 33, 1905] (djvu,14 p.,513K,600dpi,fr,T)
# Hadamard. Cinq lettres sur la theorie des ensembles [BSMF 33, 1905] (djvu,14 p.,509K,300dpi,fr,T)
# Hermann R. (ed.) Hilbert''s invariant theory papers [1978] (0915692260,djvu,350 p.,2207K,300dpi,L,en,T)
# Hilbert D. Theory of algebraic invariants [CUP, 1993] (0521444578,djvu,203 p.,1139K,300dpi,en,T,K)
# Hobby D., McKenzie R. The Structure of Finite Algebras [AMS 1996] (djvu,212 p.,3048K,300dpi,en,T)
# Hrbacek K., Jech T. Introduction to set theory [3ed., M.Dekker, 1999] (0824779150,djvu,308 p.,3118K,300dpi,en,T)
# Jacobson N. Structure and representations of Jordan algebras [AMS 1968] (djvu,461 p.,7365K,300dpi,en,T)
# Kadison R.V., Araki H. (ed.) C-algebras and aplications to physics [LNM650, Springer, 1978] (djvu,198 p.,1455K,300dpi,en,T)
# Klein F. Lectures on the ikosahedron and the solution of equation of the fifth degree [London, 1888] (djvu,306 p.,2321K,300dpi,en)
# Klein F. Lectures on the ikosahedron and the solution of equation of the fifth degree [London, 1888] (djvu,306 p.,3052K,300dpi,en,T)
# Knus M.-A., Merkurjev A., Rost M., Tignol J.-P. The book of involutions (draft book) (pdf,588 p.,3506K,en)
# Kostrikin A.I., Shafarevich I.R. Algebra I. Basic notions of algebra (Enc.Math.Sci.11, Springer) (djvu,260 p.,3031K,300dpi,en,T)
# Kwasniewski. Clifford and Grassmann like algebras: Old and New [J.Math.Phys. 1985] (djvu,6 p.,193K,300dpi,en,T)
# Lam T.Y. A first course in noncommutative rings [Springer, 1991] (0387975233,djvu,418 p.,5433K,300dpi,L,en,T)
# Lance E.C. Hilbert C-Modules: a toolkit for operator algebraists [CUP, 1995] (052147910X,djvu,138 p.,1277K,600dpi,en,T)
# Landi G. Introduction to noncommutative spaces and their geometry [hep-th_9701078, book draft, 1997] (pdf,186 p.,1358K,en)
# Loday J.-L. Dialgebras and Related Operads [LNM 1763, Springer, 2001] (3540421947,djvu,126 p.,1193K,400dpi,en,T)
# Loday J.-L., et al. Dialgebras and related operads [LNM 1763, Springer, 2001] (3540421947,djvu,131 p.,1512K,300dpi,en,T)
# Marcja A., Toffalori C. A guide to classical and modern model theory [Kluwer, 2003] (djvu,379 p.,3447K,600dpi,en,T,K)
# McCleary J. User''s guide to spectral sequences [2ed., CUP, 2001] (pdf,575 p.,3564K,en)
# McCleary J. User''s guide to spectral sequences [2ed., CUP, 2001] (djvu,575 p.,3572K,300dpi,en,T)
# McMullen P. The polytope algebra [Adv.Math.78, p76, 1989] (djvu,56 p.,532K,300dpi,en,T)
# Nastasescu C., van Oystaeyen F. Methods of Graded Rings [Springer LNM1836, 2004] (3540207465,pdf,295 p.,2351K,en)
# Papaioannou A. Solutions to Atiyah and MacDonald''s Introduction to Commutative Algebra [web draft, 2004] (pdf,72 p.,418K,en)
# Passman D.S. Group Rings, Crossed Products and Galois Theory [AMS, 1986] (djvu,77 p.,2380K,400dpi,en,T)
# Passman D.S. Group Rings, Crossed Products and Galois Theory [AMS, 1986] (0821807145,djvu,77 p.,2406K,400dpi,en,T)
# Pedersen G.K. C-algebras and their authomorphism groups [AP, 1979] (0125494505,djvu,426 p.,4206K,600dpi,en,T)
# Ruiz J.M. Basic theory of power series [1993] (djvu,144 p.,1693K,300dpi,L,en,T)
# Sabinin L.V. Smooth quasigroups and loops [Kluwer, 1999] (djvu,257 p.,2545K,600dpi,en,T)
# Saito. (ed.) Theory of mixed Hodge modules [Kyoto, 1993] (djvu,168 p.,2051K,300dpi,L,en,T)
# Sierpinski W. Algebre des ensembles [Warszawa, 1951] (djvu,204 p.,3639K,300dpi,L,fr,T)
# Sierpinski W. Cardinal and ordinal numbers [PWN, 1965] (djvu,488 p.,5513K,300dpi,en,T,K)
# Sierpinski W. Hypothese du continu [Warszawa-Lwow, 1934] (djvu,172 p.,2852K,300dpi,L,fr,T)
# Stenstroem B. Ring of quotients. Introduction to methods of ring theory [Springer, 1975] (djvu,306 p.,3036K,300dpi,en,T)
# Sweedler. Hopf algebras [1969] (djvu,350 p.,1469K,300dpi,en,T)
# Unknown. Lectures on invariant theory (U.Michigan) (pdf,232 p.,1054K,en)
# Wegge-Olsen N.E. K-theory and C-star-algebras: A friendly approach [Oxford, 1993] (djvu,380 p.,2517K,300dpi,en,T)
# Wegner F. Grassmann-Variablen [Skriptum, 1998] (ps.gz,37 p.,144K,de)
# Wilkins. Introduction to Galois theory (pdf,45 p.,285K,en)
# Youssin B. Newton polyhedra without coordinates. Newton polyhedra of ideals [AMS 1990] (djvu,104 p.,1604K,300dpi,L,en,T)
# van den Essen A. Polynomial automorphisms and the Jacobian conjecture [Birkhauser, 2000] (3764363509,djvu,348

# Dickenst (pdf,4628K,en)
# Ajwa, Liu, Wang. Groebner bases algorithm: an introduction [1995,web draft, 2003] (pdf,14 p.,123K,en)
# Becker T., Weispfenning V. Groebner bases and commutative algebra [Springer, 1993] (0387979719,djvu,596 p.,7282K,300dpi,L,en,T)
# Bini D., Pan V.Y. Polynomial and matrix computations. Fundamental algorithms. Vol.1 [Birkhauser, 1994] (djvu,432 p.,5891K,300dpi,L,en,T)
# Bykov, Kytmanov, Glazman. Elimination methods in polynomial algebra [Kluwer, 1997] (ps.gz,248 p.,693K,en)
# Chou S.-C. Mechanical geometry theorem proving [1988] (9027726507,djvu,374 p.,4516K,300dpi,L,en,T)
# Coste M. Introduction to semialgebraic geometry [2002] (djvu,78 p.,434K,300dpi,en,T)
# Heck A. A birds-eye view of Groebner bases [web draft, 1996] (ps.gz,29 p.,197K,en)
# Kalkbrener M. Three Contributions to Elimination Theory [PhD Wien, 1992] (3853698751,djvu,158 p.,4188K,300dpi,en,T)
# Koepf W. Hypergeometric summation, algorithmic approach [1994] (djvu,240 p.,2568K,300dpi,L,en,T)
# Kreuzer, Robbiano. Computational Commutative Algebra 1 (CoCoA) [Springer, 2000] (ps.gz,327 p.,965K,en)
# Laurent H. L''Elimination [1900] (djvu,76 p.,982K,300dpi,L,fr,T)
# Leamer M.J. Groebner finite path algebras [M.S. thesis, VA, 2004] (pdf,33 p.,262K,en)
# Li H. Noncommutative Groebner bases and filtered-graded transfer [LNM 1795, Springer, 2002] (djvu,178 p.,1010K,300dpi,en,T)
# Li H. Noncommutative Groebner bases and filtered-graded transfer [LNM1795, Spinger, 2002] (pdf,201 p.,851K,en)
# Mishra B. Algorithmic algebra [Springer, 1993] (0387940901,djvu,432 p.,4082K,300dpi,L,en,T)
# Neumaier A. Interval methods for systems of equations [CUP, 1990] (djvu,270 p.,1740K,300dpi,en,T,K)
# Robbiano L. (ed.) Computational aspects of commutative algebra [AP, 1989] (0125895909,djvu,262 p.,2264K,300dpi,en,T)
# Salomaa A., Soittola M. Automata-theoretic aspects of formal power series [Springer, 1978] (djvu,92 p.,1182K,300dpi,en,T)
# Schenck H. Computational algebraic geometry [CUP, 2003] (052182964X,pdf,208 p.,1012K,en)
# Schinzel A. Polynomials and their reducibility [CUP, 2000] (0521662257,djvu,568 p.,5223K,300dpi,L,en,T)
# Schinzel A. Polynomials with special regard to reducibility [CUP, 2000] (djvu,568 p.,3887K,600dpi,en,T,K)
# Seidenberg A. Decision method for elementary algebra [Ann.Math. 1954] (djvu,11 p.,169K,300dpi,en,T)
# Seress A. Permutation group algorithms [CUP, 2002] (djvu,272 p.,3345K,600dpi,en,T)
# Shoup V. A Computational Introduction to Number Theory and Algebra [Version1, free web draft, 2005] (pdf,533 p.,2748K,en)
# Shoup V. A computational introduction to number theory and algebra [Cambridge, 2005] (pdf,539 p.,2284K,en)
# Wicker S., Kim S. Fundamentals of codes, graphs and iterative decoding [Kluwer, 2002] (0306477947,djvu,240 p.,4603K,600dpi,en,T)
# Wu Wen-Tsun. Mathematics Mechanization: Mechanical Geometry Theorem proving [Kluwer, 2000] (079235835X,djvu,427 p.,4330K,600dpi,en,T)
# éséắéẹ, é>éáẹ,ẹ,éằ, éz-éăéá. é~ééàééằẹ<, éẳéẵéắééắéắéẹ?ééãéáẹ éá ééằééắẹ?éáẹ,éẳẹ< [éoéáẹ?, 2000] (djvu,670 p.,7312K,300

Về cơ sở Grobner ( Grobner Basis ) :
Groebner bases
* Apel, Klaus. Data representation in FELIX (DISCO92)(2 pages with Groebner basis examples) (djvu,4 p.,36K,300dpi,L,en,T)
* Bachmann, Schoenemann. Monomial representations for Groebner bases (ISSAC98) (djvu,8 p.,123K,300dpi,en,T)
* Bikker. Bezout''s method for computing the resultant [1995] (ps.gz,21 p.,75K,en)
* Bronstein. Gsolve - faster Groebner bases solver (djvu,3 p.,83K,300dpi,en,T)
* Caboara M. Optimization of basic algorithms in commutative algebra [phd thesis, 1998] (ps.gz,118 p.,386K,en)
* Caboara, Kreuzer, Robbiano. Efficient computation of minimal set of critical pairs in Groebner bases [2003] (ps.gz,27 p.,136K,en)
* Caboara. Dynamic algorithm for Groebner bases (ISSAC93) (djvu,9 p.,229K,300dpi,en,T)
* Chyzak. Fonctions holonome et calcul formel (PhD Thesis, fr) (ps.gz,230 p.,497K,en)
* Chyzak. Groebner bases and symbolic summation and integration (ps.gz,34 p.,224K,en)
* Chyzak. Holonomic functions in computer algebra (slides, talk) (ps.gz,99 p.,211K,en)
* Chyzak. Holonomic systems and automatic proofs of identities. RR-2371 (ps.gz,64 p.,192K,en)
* Chyzak. Seminar on computer algebra [1999, 2000] (ps.gz,154 p.,686K,en)
* Collins. Multivariate polynomial resultants (djvu,18 p.,250K,300dpi,en,T)
* Corless, Gianni, Trager. Factorization of polynomial systems (ISSAC97) (djvu,8 p.,224K,300dpi,en,T)
* Corless. Lecture notes on Groebner bases (ps.gz,6 p.,62K,en)
* Czapor. Heuristic selection strategy for Groebner bases (ISSAC91) (djvu,10 p.,180K,300dpi,en,T)
* Czichowski. Groebner bases and integration of rational functions [JSC 1995] (djvu,5 p.,94K,300dpi,en,T)
* Faugere. New efficient algorithm for Groebner bases [JPAA 1999] (djvu,28 p.,397K,300dpi,en,T)
* Fortuna, Gianni, Trager. Radical of polynomial ideals over arbitrary fields (ISSAC01) (djvu,5 p.,230K,300dpi,en,T)
* Gerdt. Relation between Pommaret and Janet bases [CASC 2000] (djvu,16 p.,198K,300dpi,L,en,T)
* Gianni, Trager. GCDs and factoring multivariate polynomials using Groebner bases (EUROCAL85) (djvu,4 p.,44K,300dpi,L,en,T)
* Giovini et al. Selection strategies in Buchberger algorithm (ISSAC91) (djvu,6 p.,165K,300dpi,en,T)
* Giovini et al. Sugar cube selection strategies for Buchberger algorithm (ISSAC91) (ps.gz,7 p.,53K,en)
* Goebel, Maier. Remarks on comprehensive Groebner and SAGBI bases [CASC 2000] (djvu,14 p.,187K,300dpi,L,en,T)
* Hemmecke. Loesung der Systemen mit kontinuerlichen Symmetrien (phd thesis) (pdf,67 p.,399K,de)
* Hubert. General solution of ordinary differential equation (ISSAC96) (djvu,7 p.,170K,300dpi,en,T)
* Kahoui. Elementary subresultants theory. JSC2003 (pdf,12 p.,133K,en)
* LaScala. Buchberger algorithm for complexes (ISSAC94) (djvu,5 p.,130K,300dpi,en,T)
* Lakshman. Complexity of Groebner basis of radical ideal [1990] (djvu,9 p.,201K,300dpi,en,T)
* Lecerf. Resolution des systemes algebriques (phd these) (ps.gz,216 p.,587K,fr)
* Mandache. Groebner bases computation and Gaussian elimination (phd thesis) (ps.gz,89 p.,165K,en)
* Marche. Rewriting, Knuth-Bendix and Groebner bases computations (ps.gz,16 p.,54K,en)
* Marinari et al. Groebner duality and multiplicities in polynomial systems (djvu,13 p.,307K,300dpi,en,T)
* Marinari, Moeller, Mora. Groebner duality and multiplicities in polynomial systems (ISSAC95) (ps.gz,13 p.,94K,en)
* Marinari, Moeller, Mora. Multiplicities in polynomial systems (TAMS96) (ps.gz,30 p.,136K,en)
* Minimair. Resultants of composed polynomials [phd thesis, 2001] (ps.gz,148 p.,279K,en)
* Mora T. Applaying Macaulay''s Trick to write Groebner basis [J.Appl.Alg, 2003] (ps.gz,13 p.,81K,en)
* Mora T. Eagon, Northcott, Groebner [1998] (ps.gz,14 p.,68K,en)
* Mora, Moeller, Traverso. Groebner bases using syzygies (ISSAC92) (ps.gz,9 p.,66K,en)
* Mora, Rossi. Hilbert function for primary ideal 1995 (ps.gz,15 p.,72K,en)
* Mora. Introduction to commutative and noncommutative Groebner bases [1994] (ps.gz,28 p.,124K,en)
* Mora. Polynomial system solving survey 1994 (ps.gz,23 p.,91K,en)
* Moses, Yun. The EZ polynomial GCD algorithm (djvu,8 p.,154K,300dpi,en,T)
* Richardson D. Zero structure theorem for exp-polynomials (ISSAC93) (djvu,8 p.,156K,300dpi,en,T)
* Saxena T. Variable elimination using resultants [Ph. D. thesis 1997] (ps.gz,179 p.,258K,en)
* Szanto. Complexity of Wu-Ritt decomposition (djvu,11 p.,262K,300dpi,en,T)
* Wang D. Prime decomposition of radicals of polynomial ideals [1998] (djvu,8 p.,162K,300dpi,en,T)
* Windsteiger. Groebner bases and syzygy completion (master-thesis) (ps.gz,152 p.,203K,en)
* Winkler, Buchberger et al. Algorithm 628. Groebner bases for polynomial ideals (djvu,13 p.,139K,300dpi,en,T)

Hình học đại số :
Algebraic geometry
* Introduction to rational points on plane curves (no chapter 5) (djvu,339 p.,3608K,300dpi,en,T)
* Lecture Notes From The Summer Institute on Algebraic Geometry At Woods Hole [AMS, 1964] (djvu,60 p.,2090K,600dpi,en,T)
* Modular forms of one variable (djvu,66 p.,1196K,300dpi,L,en,T)
* Abbondandolo A., Majer P. Infinite-dimensional Grassmannians [2003] (djvu,27 p.,194K,300dpi,en,T)
* Altman A., Kleiman S. Introduction to Grothendieck duality theory [Springer LNM146, 1970] (djvu,192 p.,1021K,150dpi,L,en,T)
* Altman A., Kleiman S. Introduction to Grothendieck duality theory [Springer LNM146, 1970] (djvu,192 p.,689K,150dpi,L,en)
* Angeniol B., Lejeune-Jalabert M. Calcul differentiel et classes caracteristiques en geometrie algebrique [Hermann, Paris, 1989] (djvu,134 p.,1106K,300dpi,fr,T,K)
* Artin M. Algebraic spaces [Yale, 1971] (djvu,47 p.,280K,300dpi,en,K)
* Artin M. Algebraic spaces [Yale, 1971] (djvu,47 p.,364K,300dpi,en,T,K)
* Artin M. Algebraic spaces [Yale, 1971] (djvu,48 p.,274K,300dpi,L,en,T)
* Artin M. Lectures on deformations of singularities [Tata Lectures on Mathematics and Physics 54, 1976] (djvu,136 p.,1571K,600dpi,L,en,T)
* Artin M., Tate J. (eds.) Arithmetic and geometry II. Honorary to I. Shafarevich [Progr.Math.36, Birkhauser, 1983] (djvu,496 p.,8183K,600dpi,en,T,K)
* Audin M. The topology of torus actions on symplectic manifolds [Birkhauser, 1991] (djvu,184 p.,1305K,300dpi,L,en,T)
* Audin M. Torus actions on symplectic manifolds [2ed, Birkhauser, 2003] (3764321768,djvu,330 p.,3622K,600dpi,en,T,K)
* Barth, Peters, Van de Ven. Compact complex surfaces [Springer, 1984] (3540121722,djvu,322 p.,3072K,300dpi,L,en,T)
* Beauville A. Complex algebraic surfaces [CUP, 1996] (0521495105,djvu,146 p.,1222K,300dpi,L,en,T)
* Beauville. (red.) Journees de Geometrie Algebrique d''Angers 1979 [Noordhoff, 1980] (djvu,338 p.,3167K,300dpi,L,fr,T)
* Beilinson A., Bernstein J., Deligne P. Faisceaux pervers [Asterisque 100 1982] (djvu,178 p.,1854K,300dpi,L,fr,T)
* Birkenhake C., Lange H. Complex abelian varieties [2ed., Springer, 2004] (djvu,645 p.,4384K,300dpi,en,T)
* Birkenhake C., Lange H. Complex abelian varieties [2ed., Springer, 2004] (3540204881,djvu,645 p.,4459K,300dpi,en,T)
* Birkenhake C., Lange H. Complex tori [Progr.Math.177, Springer, 1999] (djvu,264 p.,1994K,300dpi,en,T)
* Bismut J.-M., Lebeau G. Complex immersions and Quillen metrics [IHES 74, p1, 1991] (djvu,298 p.,1847K,600dpi,en,T)
* Bochnak J., Coste M., Roy M-F. Real algebraic geometry [Springer, 1998] (djvu,440 p.,6025K,300dpi,L,en,T)
* Borel et al. Algebraic D-modules [AP, 1987] (0121177408,djvu,370 p.,2422K,300dpi,L,en,T)
* Bousfield A., Kan D. Homotopy limits, completions and localizations [LNM304, Springer, 1972] (djvu,370 p.,3119K,300dpi,L,en,T)
* Bump D. Algebraic geometry [WS, 1998] (9810235615,djvu,219 p.,1979K,300dpi,en,T)
* Bump D., Cogdell J.W., et al. An introduction to the Langlands program [Birkhaeuser, 2004] (0817632115,djvu,293 p.,4646K,400dpi,en,T,C,K)
* Cassels J.W.S. Lectures on elliptic curves [LMSST, 24, CUP, 1991] (0521415179,djvu,148 p.,761K,300dpi,L,en,T)
* Chambert-Loir A. Algebre commutative et introduction a geometrie algebrique [lectures, 1998] (djvu,83 p.,770K,400dpi,fr,T)
* Chen J. Algebraic surfaces [MIT lecture notes, 2003] (djvu,34 p.,277K,300dpi,en)
* Chen J. Algebraic surfaces [MIT lecture notes, 2003] (djvu,34 p.,369K,600dpi,en,T)
* Chriss N., Ginzburg V. Representation theory and complex geometry [Birkhauser, 1997] (djvu,528 p.,4770K,300dpi,L,en,T)
* Connes A. Non-commutative geometry (no pages 232-275) [IHES, 1993] (djvu,484 p.,7876K,300dpi,L,en,T)
* Connes A. Noncommutative geometry [AP, 1994] (012185860X,djvu,673 p.,5844K,300dpi,en,T)
* Connes A., ****z J., et al. Noncommutative geometry [CIME lectures, 2000, LNM1831, Springer 2004] (pdf,359 p.,2434K,en)
* Conrad B. Grothendieck duality and base charge [LNM1750, Springer, 2000] (djvu,300 p.,2370K,300dpi,en,T)
* Cossec F., Dolgachev I. Enriques Surfaces I [Progress in Math. 75, Birkhauser, 1989] (djvu,406 p.,2075K,300dpi,L,en,T)
* Cox D., Katz S. Mirror symmetry and algebraic geometry [AMS, 1999] (0821810596,djvu,502 p.,7052K,300dpi,L,en,T)
* Cutkosky S.D. Monomialization of morphisms from 3-folds *****rfaces [LNM1786, Springer, 2002] (pdf,240 p.,1575K,en)
* Danilov V.I. Geometry of toric varieties [Russ.Math.Surv.33, 1978] (djvu,60 p.,648K,300dpi,L,en,T)
* Debarre O. Higher-dimensional algebraic geometry [Springer 2001] (djvu,252 p.,2838K,300dpi,en,T)
* Debarre O. Higher-dimensional algebraic geometry (Springer) (djvu,252 p.,2647K,300dpi,L,en,T)
* Debarre O. Higher-dimensional algebraic geometry: Errata [web draft, 2004] (pdf,14 p.,137K,en)
* Demailly. Complex analytic and algebraic geometry [1997] (ps.gz,518 p.,1330K,en)
* Dolgachev I. Introduction to algebraic geometry (lecture notes) (ps.gz,143 p.,502K,en)
* Dolgachev I. Lectures on invariant theory [draft, 2003] (ps.gz,232 p.,512K,en)
* Dolgachev I. Lectures on modular forms [draft, 1998] (pdf,151 p.,966K,en)
* Dolgachev I. Topics in classical algebraic geometry, part 1 [lecture notes, 2003] (ps.gz,184 p.,438K,en)
* Dolgachev I. Topics in classical algebraic geometry, part 2 [lecture notes, 2003] (ps.gz,23 p.,80K,en)
* Donaldson, Kronheimer. Geometry of four-manifolds [Oxford, 1990] (djvu,458 p.,4456K,300dpi,en,T,K)
* Donaldson, Kronheimer. Geometry of four-manifolds(no pages 406-420) [Oxford, 1990] (djvu,444 p.,4034K,300dpi,L,en,T)

# Eichler M., Zagier D. Theory of Jacobi forms [Birkhauser, 1985] (djvu,160 p.,1080K,300dpi,en,T)
# Eisenbud D. Commutative algebra, with a view toward algebraic geometry (Springer, GTM150) (djvu,778 p.,7672K,300dpi,en,T)
# Eisenbud D. The geometry of syzygies [draft 2004, Springer, GTM 229, 2005] (0387222324,pdf,241 p.,1402K,en)
# Eisenbud D., Harris J. The geometry of schemes (textbook draft) (djvu,299 p.,1838K,300dpi,en,T)
# Eisenbud D., J.Harris. The Geometry of Schemes [GTM 197, Springer, 2000] (0387986383,pdf,300 p.,1760K,en)
# Eisenbud D., et al. (eds.) Computations in algebraic geometry with Macaulay 2 [2001] (pdf,343 p.,1430K,en)
# Emerton M., Kisin M. The Riemann-Hilbert correspondence for unit F-crystals (draft) (djvu,251 p.,1941K,300dpi,en,T)
# Eysette, Galligo. (eds.) Computational algebraic geometry [Progr.Math. 1993] (djvu,342 p.,4191K,300dpi,L,en,T)
# Faltings G., Wuestholz G., et al. Rational points [Proc.Bonn 1983, Vieweg, 1992] (djvu,330 p.,1706K,300dpi,en,T)
# Fay J.D. Theta functions on Riemann surfaces(first 107 pages only) [Springer LNM 352, 1973] (djvu,112 p.,1575K,300dpi,en,T)
# Felix Y., Halperin S., Thomas J.-C. Rational homotopy theory [Springer, 2001] (djvu,569 p.,5154K,400dpi,en,T,K)
# Fogarty J. Invariant theory [Benjamin, 1969] (djvu,268 p.,1662K,600dpi,en,T,K)
# Freitag E., Kiehl R. Etale cohomology and the Weil conjecture [Springer, 1988] (djvu,343 p.,3405K,300dpi,en,T)
# Frenkel E., Ben-Zwi D. Vertex algebras and algebraic curves [2ed. web draft, 2004] (ps.gz,416 p.,1243K,en)
# Frenkel E., Ben-Zwi D. Vertex algebras and algebraic curves [AMS, 2001] (0821828940,djvu,356 p.,3452K,300dpi,en,T)
# Frenkel, Ben-Zwi. Vertex algebras (up to ch.1) (pdf,28 p.,407K,en)
# Friedman. Algebraic surfaces and golomorphic vector bundles (Springer) (djvu,284 p.,2976K,300dpi,L,en,T)
# Fulton W. Intersection theory [Springer 1998] (djvu,484 p.,3476K,300dpi,L,en,T)
# Fulton W. Intersection theory [Springer 1998] (354062046X,djvu,484 p.,3530K,300dpi,L,en,T)
# Fulton W. Introduction to intersection theory [CBMS Regional Conf. Series in Math. 54, AMS, 1984] (djvu,89 p.,1146K,600dpi,en,T)
# Fulton W. Introduction to toric varieties [Princeton, 1993] (djvu,170 p.,1185K,300dpi,L,en,T)
# Fulton W., Lang S. Riemann-Roch algebra [Springer, 1985] (djvu,222 p.,3408K,300dpi,L,en,T)
# Fulton W., Pragacz P. Schubert varieties and degeneracy loci (djvu,141 p.,1579K,300dpi,en,T)
# Gekeler E.-U. Drinfeld modular curves [LNM 1231, Springer, 1986] (djvu,132 p.,1199K,300dpi,en,T)
# Gieseker. Lectures on moduli of curves [Springer, 1982] (djvu,110 p.,563K,300dpi,L,en,T)
# Ginzburg V. Lectures on D-modules [1998] (djvu,103 p.,976K,300dpi,en,T)
# Goettsche L. (ed.) The Trieste ICTP School for algebraic geometry [lectures, 2000] (pdf.gz,372 p.,1955K,en)
# Goldschmidt D.M. Algebraic functions and projective curves [Springer, 2003] (djvu,196 p.,1543K,300dpi,en,T,C)
# Gracia-Bondia, Varilly, Figueroa. Elements of noncommutative geometry (Birkhauser) (djvu,714 p.,14995K,300dpi,en,T)
# Griffiths P., Harris J. Principles of algebraic geometry [Wiley, 1978] (djvu,827 p.,12309K,300dpi,en,T,K)
# Griffiths P.A. Introduction to algebraic curves [AMS, 1989] (djvu,229 p.,1773K,600dpi,en,T,K)
# Grothendieck. La theorie de Fredholm [BSMF 84, 1956] (djvu,67 p.,2231K,600dpi,fr,T)
# Grothendieck. La theorie de Fredholm [BSMF 84, 1956] (djvu,67 p.,2221K,300dpi,fr,T)
# Grothendieck. La theorie des classes de Chern [BSMF 86, 1958] (djvu,19 p.,543K,600dpi,fr,T)
# Grothendieck. La theorie des classes de Chern [BSMF 86, 1958] (djvu,19 p.,537K,300dpi,fr,T)
# Grothendieck. Pursuing stacks [letters to Quillen, 1983] (djvu,629 p.,19205K,300dpi,en,T)
# Guillemin V. Moment maps and combinatorial invariants of Hamiltonian T^n-spaces [Birkhauser, 1994] (djvu,164 p.,1773K,300dpi,L,en,T)
# Harder G. Lectures on algebraic geometry (bad English) [web draft, 2003] (pdf,537 p.,3626K,en)
# Harder G. Lectures on algebraic geometry (bad English) [web draft, 2003] (ps.gz,537 p.,1105K,en)
# Harris B. Iterated integrals and cycles on algebraic manifolds [WS, 2004] (djvu,117 p.,2830K,600dpi,en,T)
# Harris J. Algebraic geometry: a first course (Springer GTM133) (djvu,337 p.,3791K,300dpi,en,T)
# Harris J., I.Morrison. Moduli of Curves [GTM 187, Springer, 1998] (0387984380,pdf,381 p.,1827K,en)
# Harris, Morrison. Moduli of curves (Springer) (djvu,380 p.,4065K,300dpi,L,en,T)
# Hartshorne R. Algebraic geometry [Springer, 1997] (djvu,514 p.,8381K,600dpi,en,T)
# Hartshorne R. Residues and duality [LNM20, Springer, 1966] (djvu,428 p.,3896K,300dpi,L,en,T)
# Hitchin N. Monopoles, minimal surfaces and algebraic curves [Montreal, 1987] (2760608018,djvu,92 p.,533K,300dpi,en,T,K)
# Hitchin N. Monopoles, minimal surfaces and algebraic curves [Montreal, 1987] (djvu,92 p.,524K,300dpi,en,T,K)
# Hudson R.W.H.T. Kummer''s quartic surface [CUP, 1905] (djvu,256 p.,2898K,300dpi,en,T)
# Husemoeller D. Elliptic curves [2ed., Springer, GMT111, 2004] (pdf,510 p.,3520K,en)
# Husemoller D. Elliptic curves [2ed., Springer, GMT111, 2004] (djvu,510 p.,3161K,300dpi,en,T)
# Huybrechts, Lehn. The Geometry of Moduli Spaces of Sheaves [1996] (djvu,281 p.,2016K,400dpi,en,T)
# Illusie L. Complexe cotangent et deformations I [Springer LNM239, 1971] (djvu,373 p.,2389K,360dpi,fr,T)
# Illusie L. Complexe cotangent et deformations II [Springer LNM283, 1972] (djvu,315 p.,2070K,360dpi,fr,T)
# Jacquet H., Langlands R.P. Automofphic forms on GL(2) [free web version, LNM114, Springer, 1979] (pdf,105 p.,693K,en)
# Johnsen T., Knutsen A.L. K3 Projective Models in Scrolls [Springer LNM1842, 2004] (3540215050,pdf,167 p.,1782K,en)
# Johnstone P. Stone spaces [CUP, 1982] (djvu,391 p.,2744K,300dpi,en,T,K)
# Kashiwara M., Schapira P. Sheaves on manifolds [Springer, 1990] (djvu,527 p.,8023K,600dpi,en,T,K)
# Katok S. Fuchsian groups [Chicago 1992] (djvu,184 p.,862K,300dpi,L,en,T)
# Katz N.M. A conjecture in arithmetic theory of differential equations [Bull. Soc. Math. Fr. 1982] (pdf,19 p.,1158K,en)
# Katz N.M. Rigid local systems [Princeton, 1996] (0691011192,djvu,228 p.,2292K,300dpi,L,en,T)
# Kirwan F. Complex algebraic curves [LMSST 23, CUP, 1992] (052141251X,djvu,272 p.,1516K,300dpi,L,en,T)
# Knutson D. Algebraic spaces [Springer LNM 203, 1971] (djvu,268 p.,1380K,300dpi,L,en,T)
# Kobayashi. Differential geometry of complex vector bundles [Princeton, 1987] (djvu,326 p.,2278K,300dpi,L,en,T)
# Kodaira K. Complex manifolds and deformation of complex structures [Springer 1986] (djvu,474 p.,3090K,300dpi,L,en,T)
# Kollar J. Rational curves on algebraic varieties [Springer, 1996] (djvu,338 p.,2842K,300dpi,en,T)
# Kollar J., Mori S. Birational geometry of algebraic varieties [CUP, 1998] (djvu,264 p.,2139K,300dpi,L,en,T)
# Kollar J., Mori S. Birational geometry of algebraic varieties [CUP, 1998] (0521632773,djvu,264 p.,2191K,300dpi,L,en,T)
# Lang S. Abelian varieties [Interscience, 1959] (djvu,270 p.,3042K,600dpi,en,T,K)
# Laumon G. Vol. 1. Cohomology of Drinfeld Modular Varieties [Cambridge, 1996] (0521470609,djvu,374 p.,2541K,300dpi,L,en,T)
# Laumon G. Vol. 2. Cohomology of Drinfeld Modular Varieties [Cambridge, 1996] (0521470617,djvu,394 p.,2766K,300dpi,L,en,T)
# Lazarsfeld R. Positivity in algebraic geometry [draft, 2001] (djvu,579 p.,3704K,400dpi,en,T)
# Le Bruyn L. Noncommutative geometry (web draft, version 2) (pdf,310 p.,2206K,en)
# Le Bruyn L. Noncommutative geometry (web draft, version 3) (pdf,355 p.,2857K,en)
# Levine M. Mixed motives [AMS, 1998] (pdf,523 p.,3641K,en)
# Levine M. Mixed motives [AMS, 1998] (0821807854,djvu,523 p.,3251K,300dpi,en,T)
# Luebke, Teleman. The Kobayashi-Hitchin correspondence [World Scientific, 1995] (9810221681,djvu,272 p.,3024K,300dpi,L,en,T)
# Macpherson R. Intersection homology and perverse sheaves [1990] (djvu,168 p.,1440K,300dpi,L,en,T)
# Maisonobe P., Sabbah C. D-modules coherents et holonomes [Hermann, 1993] (270566212X,djvu,310 p.,2601K,300dpi,L,fr,T)
# Maisonobe P., Sabbah C. D-modules coherents et holonomes [Hermann, 1993] (270566212X,djvu,310 p.,2794K,300dpi,fr,T)
# Manin Yu.I. Frobenius manifolds, quantum cohomology, and moduli spaces [AMS, 1999] (djvu,318 p.,2863K,300dpi,L,en,T)
# Manin Yu.I. Frobenius manifolds, quantum cohomology, and moduli spaces [AMS, 1999] (0821819178,djvu,318 p.,2906K,300dpi,L,en,T)
# Manin Yu.I. Frobenius manifolds, quantum cohomology, and moduli spaces. Chapters 1-3 [draft, 1996] (ps.gz,111 p.,336K,en)
# Manin Yu.I. Topics in noncommutative geometry [Princeton 1991] (djvu,172 p.,1166K,300dpi,L,en,T)
# Manin Yu.I. Topics in noncommutative geometry [Princeton, 1991] (0691085889,djvu,171 p.,1602K,200dpi,en,T,K)
# Manin Yu.I. Topics in noncommutative geometry [Princeton, 1991] (djvu,170 p.,1105K,300dpi,en,T,K)
# Manin Yu.I. Topics in noncommutative geometry [Princeton, 1991] (0691085889,djvu,170 p.,1127K,300dpi,en,T,K)
# Marcolli M. Lectures on arithmetic noncommutative geometry (pdf,129 p.,926K,en)
# Milne J.S. Elliptic curves and algebraic geometry. Math679 U Michigan notes [draft 1996] (pdf,163 p.,875K,en)
# Min Ho Lee. Mixed Automorphic Forms, Torus Bundles, and Jacobi Forms [Springer LNM1845, 2005] (3540219226,pdf,244 p.,1976K,en)
# Miranda R. Algebraic curves and Riemann surfaces [AMS, 1995] (0821802682,djvu,399 p.,4084K,300dpi,en,T)
# Miyanishi M. Introduction a la theorie des sites et son application a la construction des preschemas quotients [Sem.Math.Sup., 47, Montreal, 1971] (djvu,91 p.,1430K,600dpi,en,T)
# Mukai S. Duality between D(x) and D(x^) with its application to Picard sheaves [Nagoya Math.J., 1981] (djvu,23 p.,694K,300dpi,en,T)
# Mukai S. Introduction to invariants and moduli [web draft, 2002] (ps.gz,318 p.,976K,en)
# Mumford D. Algebraic geometry I: complex projective varieties [2ed., Springer, 1976] (djvu,196 p.,1698K,300dpi,L,en,T)
# Mumford D. Selected papers on the classification of varieties and moduli spaces [Springer, 2004] (djvu,816 p.,7364K,300dpi,en,T,K)
# Mumford D. Stability of projective varieties [IHES lectures, 1976] (djvu,74 p.,827K,300dpi,L,en,T)
# Mumford D. The Red Book of Varieties and Schemes [LNM 1358, Springer, 2004] (djvu,311 p.,2324K,400dpi,en,T)
# Mumford D., Fogarty J., Kirwan F. Geometric invariant theory [3ed., Springer, 1994] (0387569634,djvu,305 p.,5307K,600dpi,en,T,K)
# Mumford D., Nori M., Norman P. Tata lectures on Theta III [Birkhauser, 1991] (djvu,210 p.,1183K,300dpi,L,en,T)
# Mumford, Fogarty. Geometric invariant theory [Springer, 1982] (djvu,236 p.,3693K,600dpi,L,en,T)
# Mumford. Abelian varieties (Oxford) (djvu,144 p.,3114K,75dpi,en,T)
# Mumford. Draft notes on algebraic geometry (djvu,458 p.,2684K,300dpi,L,en,T)
# Nakajima H. Lectures on Hilbert scheme of points on surfaces [draft, AMS 1999] (djvu,121 p.,1036K,300dpi,en,T)
# Newstead P.E. Introduction to moduli problems and orbit spaces [Tata Inst. lectures, Springer 1978] (djvu,200 p.,1799K,300dpi,L,en,T)
# Newstead P.L. Introduction to moduli problems and orbit spaces [Tata Inst. lectures, Springer 1978] (djvu,200 p.,1611K,300dpi,L,en,T)
# Oda T. Convex Bodies and Algebraic Geometry: an introduction to the theory of toric varieties [Springer 1988] (djvu,226 p.,2834K,600dpi,L,en,T)
# Oda T. Torus Embeddings and Applications [Tata Lectures 57, New Delhi, 1978] (djvu,191 p.,1999K,600dpi,en,T,K)
# Okonek, Schneider, Spindler. Vector Bundles on Complex Projective Spaces [Birkhauser, 1980] (djvu,398 p.,3976K,300dpi,en,T)
# Oort F. (ed.) Algebraic geometry [Proc. Oslo 1970, Noordhoff, 1972] (djvu,338 p.,3339K,600dpi,en,T,K)
# Parshin A.N., Shafarevich I.R., Iskovskih, Prohorov. (eds.) Algebraic geometry V. Fano varieties (Springer) (djvu,249 p.,3567K,300dpi,en,T)
# Polishchuk A. Abelian varieties and the Fourier transform (early draft) (djvu,75 p.,552K,300dpi,en,T)
# Polishchuk A. Abelian varieties, theta functions and the Fourier transform [CUP, 2002] (djvu,304 p.,3541K,300dpi,L,en,T)
# Reid M. Undergraduate algebraic geometry [CUP, 1988] (djvu,133 p.,1149K,300dpi,en,T)
# Reid M. Undergraduate algebraic geometry [CUP, 1988] (0521355591,djvu,133 p.,1177K,300dpi,en,T)
# Ribet K.A. (ed.) Current Trends in Arithmetical Algebraic Geometry [Proc. Arcata 1985, AMS, 1987] (djvu,293 p.,8506K,600dpi,en)
# Ribet K.A. (ed.) Current Trends in Arithmetical Algebraic Geometry [Proc. Arcata 1985, AMS, 1987] (djvu,293 p.,9362K,600dpi,en,T)
# Sabbah C. Deformations isomonodromiques et varieties de Frobenius [EDP Sciences 2002] (djvu,267 p.,2613K,300dpi,fr,T)
# Sarnak P. Some applications of modular forms [CUP, 1990] (djvu,117 p.,881K,300dpi,en,T,K)
# Schenck H. Computational algebraic geometry [LMSST58, CUP, 2003] (djvu,204 p.,1175K,300dpi,L,en,T)
# Schenck H. Computational algebraic geometry [LMSST58, CUP, 2003] (052182964X,djvu,204 p.,1203K,300dpi,L,en,T)
# Schlichenmaier M. An introduction to Riemann surfaces, algebraic curves and moduli spaces [Springer LNP 322, 1989] (djvu,163 p.,1739K,600dpi,en,T,K)
# Schlichenmaier M. Some concepts of algebraic geometry (introductory) [web draft, 1994] (pdf,36 p.,304K,en)
# Schlichenmaier M. Some concepts of algebraic geometry (introductory) [web draft, 1994] (ps.gz,36 p.,215K,en)
# Semple J.G., Kneebone G.T. Algebraic projective geometry [Oxford, 1952] (djvu,421 p.,4926K,300dpi,en,T)
# Semple J.G., Roth L. Introduction to algebraic geometry [Oxford, 1949] (djvu,473 p.,6792K,300dpi,en,T)
# Serre J.-P. Corps locaux [3ed., Hermann, 1968] (djvu,245 p.,2922K,300dpi,fr,T,K)
# Serre J.-P. Geometrie algebrique et geometrie analytique [Ann.Inst.Fourier, 1956] (djvu,43 p.,999K,600dpi,fr,T)
# Serre J.-P. Lectures on the Mordell-Weil theorem [3ed., Vieweg, 1997] (djvu,236 p.,1841K,300dpi,en,T,K)
# Sertoz S. Algebraic Geometry [M.Dekker, 1997] (0824701232,djvu,397 p.,2521K,300dpi,en,T)
# Shafarevich I.R. (ed.) Algebraic geometry I-V (Enc.Math., Springer) (djvu,1383 p.,11853K,300dpi,en,T,K)
# Shafarevich I.R. (ed.) Algebraic geometry I-V (Enc.Math., Springer) (djvu,1383 p.,16198K,300dpi,en,T)
# Shimura G., Taniyama Y. Complex multiplication of abelian varieties and applications to number theory [Math.Soc.Japan, 1961] (djvu,174 p.,1769K,300dpi,en,T,K)
# Silverman J. Arithmetic of elliptic curves [Springer GTM 106, 1986] (djvu,416 p.,2584K,300dpi,L,en,T)
# Silverman J. Arithmetic of elliptic curves [Springer GTM 106, 1986] (0387962034,djvu,416 p.,2636K,300dpi,L,en,T)
# Skorobogatov A. Torsors and rational points [CUP, 2001] (djvu,195 p.,1763K,600dpi,en,T,K)
# Smith S.P. Noncommutative algebraic geometry [lecture notes, web draft, 2000] (pdf,288 p.,2374K,en)
# Sommerhaeuser Y. Yetter-Drinfel''d Hopf algebras over groups of prime order [LNM1789, Springer, 2002] (djvu,133 p.,696K,300dpi,en,T)
# Soule. Lectures on Arakelov geometry [CUP, 1992] (0521416698,djvu,194 p.,1323K,300dpi,L,en,T)
# Taylor J.L. Notes on several complex variables [draft lecture notes, Utah, 1997] (pdf,183 p.,917K,en)
# Tevelev E. Projectively dual varieties [draft, 2001] (pdf.gz,195 p.,889K,en)
# Thomas. Zeta functions, introduction to algebraic geometry (djvu,254 p.,1822K,300dpi,L,en,T)
# Ueno K. Algebraic geometry I. From algebraic varieties to schemes [AMS, 1999] (0821808621,djvu,164 p.,1449K,300dpi,en,T)
# Valette A. Introduction to the Baum-Connes conjecture (lecture notes, with appendix) (djvu,99 p.,854K,300dpi,en,T)
# Van Oystaeyen F. Algebraic geometry for associative algebras [M.Dekker, 2000] (djvu,296 p.,2622K,300dpi,en,T)
# Vasil''ev A. Moduli of families of curves for conformal and quasiconformal mappings [LNM1788, Springer, 2002] (djvu,188 p.,1119K,300dpi,en,T)
# Vector bundles on algebraic varieties (Proc. Tata Institute,Jan.9-16, 1984, Bombay, 1987) (djvu,556 p.,3438K,300dpi,en,T,K)
# Voisin C. Theorie de Hodge et geometrie algebrique complexe [Cours SMF 2002] (djvu,602 p.,5893K,300dpi,L,fr,T)
# van der Geer G. Hilbert modular surfaces [Springer, 1988] (djvu,309 p.,5569K,300dpi,en,T)

Lý thuyết nhóm ( Group theory ) :
Group theory
* Bechtell. Theory of groups [AW, 1971] (djvu,156 p.,6658K,600dpi,en,T)
* Bianchi L. Lezioni sulla teoria dei gruppi di sostituzioni(it) [Pisa, 1900] (djvu,296 p.,11309K,600dpi,en,T)
* Blichfeldt H.F. Finite collineation groups [Chicago, 1917] (djvu,210 p.,6312K,600dpi,en,T)
* Borel A., Mostow G.D. (eds.) Algebraic groups and discontinuous subgroups [AMS, 1966] (djvu,424 p.,7637K,300dpi,en,T)
* Brown K.S. Buildings [Springer, 1989] (0387986243,djvu,224 p.,14945K,600dpi,en,T)
* Burnside. Theory of finite groups [1897] (djvu,404 p.,4493K,300dpi,en,T)
* Dickson L.E. Linear groups, with an exposition of the Galois field theory [Teubner, 1901] (djvu,326 p.,14027K,600dpi,en,T)
* Dixon J.D. Problems in group theory [1967] (djvu,192 p.,8176K,600dpi,en,T)
* Garrett P. Buildings and Classical Groups [web draft, 1995] (pdf,340 p.,1565K,en)
* Gorenstein D., Lyons R., Solomon R. Classification of finite simple groups 1 [AMS survey 40 no.1, 1994, 2000] (pdf,176 p.,1226K,en)
* Higgins P. Techniques of semigroup theory [Oxford, 1992] (djvu,276 p.,1903K,300dpi,L,en,T)
* Higman G. Odd Characterisations of Finite Simple Groups [Michigan lectures, 1968] (djvu,78 p.,4131K,600dpi,en,T)
* Hinton H. Homogeneous linear substitutions [Oxford, 1914] (djvu,186 p.,7386K,600dpi,en,T)
* Hinton H. Introduction to the theory of groups of finite order [Oxford, 1908] (djvu,252 p.,12065K,600dpi,en,T)
* Humphreys J.E. Reflection groups and Coxeter groups [CUP, 1990] (djvu,186 p.,1696K,300dpi,en,T)
* Huppert B. Endliche Gruppen part 1 [Springer, 1967] (djvu,808 p.,24380K,600dpi,de,T)
* Joyner. Lectures on Rubik''s cube [1997] (djvu,277 p.,1805K,300dpi,en,T)
* Katok S. Fuchsian groups [Chicago 1992] (0226425827,djvu,184 p.,880K,300dpi,L,en,T)
* Knebusch M., Zhang D. Manis valuations and Pruefer extensions I [LNM 1791, Springer, 2002] (djvu,247 p.,1424K,300dpi,en,T)
* Knebusch M., Zhang D. Manis valuations and Pruefer extensions I [LNM1791, Spinger, 2002] (pdf,271 p.,1055K,en)
* Kurosh. Theory of groups, vol.1 [1960] (djvu,272 p.,13280K,600dpi,en,T)
* Kurosh. Theory of groups, vol.1 [1960] (djvu,272 p.,2754K,300dpi,en,T)
* Langlands R.P. On the functional equations on Artin L-function (web draft) (ps.gz,232 p.,594K,en)
* Manning W.A. Primitive groups, part I [Stanford, 1921] (djvu,108 p.,4895K,600dpi,en,T)
* Newman M. Integral matrices [AP, 1972] (djvu,244 p.,1461K,300dpi,L,en,T)
* Newman M. Integral matrices [AP, 1972] (djvu,244 p.,1467K,300dpi,en,T)
* Polites. Introduction to group theory [1968] (djvu,88 p.,4024K,600dpi,en,T)
* Schmidt O.Yu. Abstract theory of groups [Freeman, 1966] (djvu,184 p.,7818K,600dpi,en,T)
* Thomas C. Characteristic classes and cohomology of finite groups [Cambridge 1986] (djvu,150 p.,1223K,300dpi,L,en,T)
* de Seguir J.-A. Groupes abstraits [Paris, 1904] (djvu,190 p.,8361K,600dpi,fr,T)

Đại số tuyến tính : ( Linear Algebra )
# Axler S. Linear Algebra Done Right [2ed, Springer, 1997] (0387982590,pdf,261 p.,1150K,en)
# Bapat R.B., Raghavan T.E.S. Nonnegative Matrices and Applications [CUP, 1997] (djvu,350 p.,2406K,300dpi,en,T)
# Baumeister J. Lineare Algebra und analytische Geometrie [Vorlesungskript, 1996] (pdf,270 p.,1328K,de)
# Ben-Israel A., Greville T. Generalized Inverses: Theory and Applications [Springer, 2003] (pdf,436 p.,1969K,en)
# Bolthausen E. Lineare Algebra und Geometrie, I und II [Skriptum, 2001] (pdf,258 p.,1106K,de)
# Borisenko A.I., I.E.Tarapov. Vector and Tensor Analysis with Applications (Dover) (djvu,266 p.,2430K,300dpi,en,T)
# Connell. Elements of abstract and linear algebra (pdf,146 p.,641K,en)
# Connell. Elements of abstract and linear algebra (ps.bz2,146 p.,271K,en)
# Dickson L.E. Algebraic invariants [1914] (djvu,110 p.,796K,300dpi,en,T)
# Friedberg, Insel, Spence. Algebra lineal (djvu,547 p.,5369K,300dpi,es,T)
# Grassmann H. Die Ausdehnungslehre [Berlin, 1862] (djvu,400 p.,9487K,600dpi,de,T)
# Gray R.M. Toeplitz and circulant matrices - a review [web draft, 2005] (pdf,89 p.,365K,en)
# Greub W.H. Linear algebra [3ed., Springer, 1967] (djvu,448 p.,2673K,300dpi,en,T,K)
# Greub W.H. Multilinear algebra [Springer, 1967] (djvu,236 p.,1497K,300dpi,L,en,T)
# Greub W.H. Multilinear algebra [Springer, 1967] (djvu,236 p.,1535K,300dpi,en,T)
# Grothmann R. Skriptum Lineare algebra [web draft, 2004] (pdf,134 p.,1047K,de)
# Heesterman A.R.G. Matrices and their roots, a textbook of matrix algebra [1990] (9810203950,djvu,468 p.,3368K,300dpi,L,en,T)
# Hoffman, Kunze. Linear algebra [2ed, PH, 1971] (djvu,415 p.,4178K,300dpi,en,T)
# Jim Hefferon. A short linear algebra book (answers) (pdf,130 p.,1555K,en)
# Jim Hefferon. A short linear algebra book (djvu,135 p.,931K,400dpi,en,T)
# Kaufman L. Computational Methods of Linear Algebra [2ed., Wiley, 2005] (0471735795,djvu,278 p.,1505K,300dpi,en,T)
# Koch R. Mathematics 433,533. Analytic geometry [lecture notes, 2002] (djvu,218 p.,1937K,300dpi,en,T)
# Krattenthaler C. Calculating some determinants [Math.CO_990 2004] (pdf,67 p.,785K,en)
# Kuttler K. Introduction to linear algebra for mathematicians [lecture notes, 2003] (djvu,320 p.,1656K,300dpi,en,T)
# Lipschutz S. Lineare Algebra [McGraw-Hill, 1977] (0070920141,djvu,338 p.,7009K,600dpi,de,T,K)
# Lutkepohl H. Handbook of Matrices [Wiley, 1996] (0471970158,djvu,309 p.,2113K,300dpi,en,T)
# Matthews K.R. Elementary linear algebra: lecture notes [web draft, 1991] (pdf,146 p.,1508K,en)
# Matthews K.R. Elementary linear algebra: solutions to problems [web draft, 1991] (pdf,106 p.,442K,en)
# Messer R. Linear algebra: the gateway to mathematics [HarperCollins, 1994] (0065017285,djvu,414 p.,10064K,300dpi,en,T)
# Messer R. Linear algebra: the gateway to mathematics [HarperCollins, 1994] (djvu,414 p.,9919K,300dpi,en,T)
# Meyer C.D. Matrix analysis and applied linear algebra [SIAM, 2000] (pdf,727 p.,8596K,en)
# Meyer C.D. Matrix analysis and applied linear algebra [SIAM, 2000] (djvu,727 p.,5353K,300dpi,en,T)
# Minc H. Nonnegative matrices [Wiley, 1988] (0471839663,djvu,218 p.,1526K,300dpi,en,T,K)
# Mitrinovic D.S. Elementary matrices [problem book, Tutorial Text 3, Noordhoff, 1965] (djvu,79 p.,712K,600dpi,en,T,K)
# Muir T. Theory of determinants, vol. 1. Up to 1841 [1906] (djvu,503 p.,8073K,300dpi,en,T)
# Muir T. Theory of determinants, vol. 2. 1841-1860 [1911] (djvu,489 p.,7298K,300dpi,en,T)
# Muir T. Theory of determinants, vol. 3. 1861-1880 [1920] (djvu,527 p.,9246K,300dpi,en,T)
# Muir T. Theory of determinants, vol. 4. 1880 to 1900 [1923] (djvu,540 p.,8191K,300dpi,en,T)
# Nashed M.Z. (ed.) Generalized inverses and applications [AP, 1976] (djvu,1068 p.,7733K,300dpi,en,T,K)
# Nashed M.Z. (ed.) Generalized inverses and applications [AP, 1976] (djvu,1068 p.,7192K,300dpi,L,en,T)
# Nicholson W.K. Linear algebra with applications [3ed, PWS Boston, 1993] (0534936660,djvu,554 p.,6651K,300dpi,en,T,K)
# Pickert G. Analytische Geometrie [Leipzig, 1955] (djvu,410 p.,8321K,600dpi,de,T,K)
# Przeworska-Rolewicz D., Rolewicz S. Equations in linear spaces [Warszawa, 1968] (djvu,342 p.,5562K,300dpi,L,en,T)
# Sachkov V.N., Tarakanov V.E. Combinatorics of nonnegative matrices [AMS, 2002] (djvu,278 p.,2717K,300dpi,en,T)
# Serre D. Matrices: Theory and Applications [Springer, 2002] (pdf,219 p.,1170K,en)
# Strang G. Linear algebra and its applications [3ed., Thomson, 1988] (djvu,516 p.,4283K,300dpi,en,T,K)
# Usmani R. Applied linear algebra [Marcel Dekker, 1987] (0824776224,djvu,282 p.,4368K,600dpi,en,T)
# Vein R., Dale P. Determinants and their applications in mathematical physics [Springer, 1998] (0387985581,pdf,393 p.,1695K,en)
# Wedderburn J.H.M. Lectures on matrices [AMS, 1934] (djvu,212 p.,2179K,300dpi,en,T)
# Zhan X. Matrix inequalities [LNM 1790, Springer, 2002] (pdf,121 p.,666K,en)
# Zhan X. Matrix inequalities [LNM 1790, Springer, 2002] (djvu,107 p.,513K,300dpi,en,T)
# de Boor C. Applied linear algebra [web draft, 2003] (pdf,191 p.,1516K,en)

Hình học Tô Pô :
Geometry and topology
* (J.W.Bruce,P.G.Giblin) '?fс, "жиблин s?ив<е и особеннос,и [oи?, 1988] (djvu,263 p.,3222K,300dpi,ru,T)
* Y?облем< сов?еменной ма,ема,ики: сбо?ник пе?еводов (oа,ема,ика, кибе?не,ика в<п.9) [1975] (djvu,64 p.,491K,300dpi,ru)
* Y?облем< сов?еменной ма,ема,ики: сбо?ник пе?еводов (oа,ема,ика, кибе?не,ика в<п.9) [1975] (djvu,64 p.,651K,300dpi,ru,T)
* The Epstein birthday shrift (Geometry and topology monographs, ISSN 1464-8997) (djvu,576 p.,4136K,300dpi,en,T)
* Alexandrov A.D., Zalgaller V.A. Intrinsic geometry of surfaces [AMS, 1967] (djvu,333 p.,3003K,300dpi,en,T)
* Aste T., Weaire D. Pursuit of perfect packing [IOP 2000] (pdf,147 p.,1706K,en)
* Audin M. Geometry [Springer Universitext, 2003] (pdf,363 p.,2446K,en)
* Audin M. Geometry [Springer Universitext, 2003] (djvu,363 p.,2640K,300dpi,en,T)
* Berger, Pansu, Berry, Saint-Raymond. Problems in geometry [Springer, 1984] (djvu,280 p.,3045K,300dpi,en,T)
* Buliga M. Sub-Riemannian geometry and Lie groups II [web draft, 2004] (pdf,41 p.,309K,en)
* Buliga M. Sub-Riemannian geometry and Lie groups, part 1 [Seminar notes, DMA-EPFL, 2001, math.MG_0210189, 2002] (pdf,80 p.,552K,en)
* Cameron P.J. Projective and polar spaces [lecture notes, web draft, 2000] (pdf,182 p.,916K,en)
* Casey J. A treatise on spherical trigonometry and applications to geodesy and astronomy [1889] (djvu,194 p.,2408K,600dpi,en,T,K)
* Casey J. Treatise on analytical geometry [2ed., 1893] (djvu,619 p.,9803K,600dpi,en,T,K)
* Chavel I. Isoperimetric inequalities [CUP, 2001] (0521802679,djvu,282 p.,2151K,300dpi,L,en,T)
* Conway, Doyle, Gilman, Thurston. Geometry and the imagination [web draft, 1999] (pdf,73 p.,669K,en)
* Coxeter H.S.M. Introduction to geometry [2ed., Wiley, 1969] (djvu,486 p.,3991K,300dpi,L,en,T)
* Coxeter H.S.M. Non-Euclidean geometry [6ed., 1998] (0883855224,djvu,349 p.,2711K,300dpi,en,T)
* Crawley E.S., Evans H.B. Analytic geometry [U.Penn., 1918] (djvu,253 p.,2370K,600dpi,en,T,K)
* Darboux G. Lec,ons sur les systemes orthogonaux et les coordonnees curvilignes [Paris, 1910] (djvu,572 p.,5379K,300dpi,L,fr,T)
* Darboux G. Partie 1. Lec,ons sur la theorie generale des surfaces [Paris, 1887] (djvu,518 p.,5686K,300dpi,L,fr,T)
* Darboux G. Partie 2. Lec,ons sur la theorie generale des surfaces [2ed., Paris, 1915] (djvu,582 p.,7000K,300dpi,L,fr,T)
* Darboux G. Partie 3. Lec,ons sur la theorie generale des surfaces [Paris, 1894] (djvu,518 p.,5866K,300dpi,L,fr,T)
* Darboux G. Partie 4. Lec,ons sur la theorie generale des surfaces [Paris, 1896] (djvu,552 p.,6762K,300dpi,L,fr,T)
* Eisenhart L.P. Transformations of surfaces [Princeton, 1923] (djvu,391 p.,6254K,300dpi,en,T)
* Evelyn, Money-Coutts, Tyrrell. The seven circles theorem and other theorems [1974] (095033040X,djvu,75 p.,824K,600dpi,en,T,K)
* Falconer K. Fractal geometry, foundations and applications [Wiley, 1990] (0471922870,djvu,310 p.,3166K,300dpi,L,en,T)
* Falconer K. Fractal geometry: mathematical foundations and applications [2ed., Wiley, 2003] (pdf,367 p.,2347K,en)
* Falconer K. Fractal geometry: mathematical foundations and applications [2ed., Wiley, 2003] (djvu,367 p.,2546K,300dpi,en,T)
* Falconer K. Techniques in fractal geometry [Wiley, 1997] (0471957240,djvu,272 p.,1994K,300dpi,en,T)
* Gallier J. Geometric methods and applications. For computer science and engineering [Springer, 1998] (djvu,589 p.,6576K,600dpi,en,T,K)
* Gardner R.B. Method of equivalence and its applications [1989] (djvu,136 p.,1338K,300dpi,L,en,T)
* Gibson C.E. Handbook of knots and splices (1566197716,djvu,152 p.,1201K,300dpi,en,T)
* Gilbert N.D., Porter T. Knots and surfaces [Oxford, 1994] (0198533977,djvu,278 p.,1946K,300dpi,en,T,K)
* Gindikin S.G. (ed.) Lie groups and symmetric spaces [F.I.Karpelevich honorary, AMS, 2003] (djvu,390 p.,4332K,300dpi,en,T)
* Goldman W.M. Complex hyperbolic geometry [book draft, 1998] (djvu,79 p.,485K,200dpi,en,T)
* Goursat E. Lec,ons sur le probleme de Pfaff [Paris, 1922] (djvu,392 p.,6339K,300dpi,L,fr,T)
* Griffiths H. Surfaces [CUP, 1976] (djvu,129 p.,2401K,600dpi,en,T,C,K)
* Griffiths H. Surfaces [CUP, 1976] (djvu,129 p.,9138K,600dpi,en,T,K)
* Gromov. Metric structures for Riemannian and non-Riemannian spaces [1997] (djvu,585 p.,3458K,300dpi,en,T)
* Gruber, Wills. (eds.) Vol. A. Handbook of convex geometry, selected chapters [NH, 1993] (0444895981,djvu,148 p.,1882K,300dpi,L,en,T)
* Gruber, Wills. (eds.) Vol. B. Handbook of convex geometry, selected chapters [NH, 1993] (0444895981,djvu,254 p.,3362K,300dpi,L,en,T)
* Harte D. Multifractals. Theory and applications [CRC, 2001] (djvu,248 p.,1694K,300dpi,en,T)
* Harte D. Multifractals. Theory and applications [CRC, 2001] (1584881542,djvu,248 p.,1730K,300dpi,en,T)
* Hatcher A., Wagoner J. Pseudo-isotopies of compact manifolds [Asterisque 6, 1973] (djvu,288 p.,1431K,300dpi,en,T)
* Hilbert D. The foundations of geometry [Chicago, 1902] (djvu,188 p.,3495K,600dpi,en,T,K)
* Hoermander L. Notions of convexity [Birkhauser, 1994] (0817637990,djvu,424 p.,5876K,300dpi,L,en,T)
* Iseri H. Smarandache manifolds [2002] (pdf,97 p.,6366K,en)
* Iseri H. Smarandache manifolds [2002] (djvu,97 p.,3313K,300dpi,en,T,C)
* Iseri H. Smarandache manifolds [2002] (1931233446,djvu,97 p.,3327K,300dpi,en,T,C)
* Jennings G.A. Modern Geometry with Applications [Springer, 1994] (djvu,199 p.,2380K,400dpi,en,T,C)
* Kartesi F. (Karteszi) Vvedenie v konechnye geometrii [Nauka, 1980] (djvu,321 p.,3394K,300dpi,en,T)
* Klein F. Elementary Mathematics from an Advanced Standpoint. Geometry [Dover, 2004] (djvu,235 p.,2175K,300dpi,en,T,K)
* Le Potier. Lectures on vector bundles (CUP) (djvu,268 p.,1599K,300dpi,L,en,T)
* Legendre A.-M. Elements de geometrie [Paris, 1849] (djvu,583 p.,5453K,300dpi,fr,T)
* Manturov V. Knot Theory [CRC, 2004] (1415310016,djvu,389 p.,2410K,300dpi,en,T)
* Martini H., Swanepoel K. Geometry of Minkowski spaces. Survey. Part 2 [Expo.Math. 2004] (djvu,52 p.,503K,300dpi,en,T)
* Martini H., Swanepoel K., Weiss G. Geometry of Minkowski spaces. Survey. Part 1 [Expo.Math.19, 2001] (djvu,46 p.,1855K,600dpi,en,T,K)
* Matousek J. Lectures on discrete geometry_TOC [2002] (txt,4K,en)
* Matousek J. Lectures on discrete geometry (some chapters) [2002] (djvu,364 p.,2955K,300dpi,en,T)
* Molchanov I. Limit theorems for unions of random closed sets [Hab.Dissertation, Freiberg, 1994] (ps.gz,165 p.,401K,en)
* Montgomery. Nonholonomic robot control and gauge theories (djvu,35 p.,593K,300dpi,en,T)
* Nakahara M. Geometry, Topology, and Physics [IPP, 1990] (djvu,539 p.,4617K,300dpi,en,T)
* Nakahara M. Geometry, topology and physics (html toc, index) (zip,39K,en)
* Nakahara M. Geometry, topology and physics (djvu,497 p.,5350K,300dpi,en,T)
* Nikodym O., Aczel J. Funktionalgleichungen der Theorie der geometrischen Objekte [Warszawa, 1960] (djvu,168 p.,2268K,300dpi,L,de,T)
* Rich, Schmidt. Schaum''s Outline of Geometry [Schaum, 1989] (0070522464,djvu,353 p.,3174K,300dpi,en,T)
* Schindler W. Measures With Symmetry Properties [LNM1808, Springer, 2003] (pdf,173 p.,1362K,en)
* Schindler W. Measures with symmetry properties [Springer LNM 1808, 2003] (djvu,143 p.,1040K,300dpi,en,T)
* Schneider R. Convex bodies, Brunn-Minkowski theory [Cambridge, 1993] (0521352207,djvu,506 p.,7185K,300dpi,L,en,T)
* Schur F. Lehrbuch der analytischen Geometrie [Leipzig, 1912] (djvu,261 p.,5785K,600dpi,de,T,K)
* Stoyan D., Stoyan H. Fractals, random shapes and point fields [Wiley, 1994] (djvu,399 p.,2316K,300dpi,en,T,K)
* Thompson A.C. Minkowski geometry [Cambridge, 1996] (052140472X,djvu,364 p.,6690K,300dpi,L,en,T)
* Vector bundles on algebraic varieties (Proc. Bombay, January 9-16, 1984) (djvu,556 p.,3430K,300dpi,en,T,K)
* Walfisz A. Gitterpunkte in mehrdimensionalen Kugeln [Warszawa, 1957] (djvu,444 p.,5480K,300dpi,L,de,T)
* Webster R. Convexity [Oxford 1994] (0198531478,djvu,463 p.,3356K,300dpi,en,T)
* Weil W. A course on convex geometry [lecture notes, web draft, 2004] (pdf,132 p.,622K,en)
* Weinstein G. Minimal surfaces in Euclidean space [lecture notes, web draft, 1992] (ps.gz,56 p.,125K,en)
* Yale P.B. Geometry and symmetry(600 dpi) [Holden-Day, 1968] (djvu,300 p.,15216K,600dpi,en,T)
* Yale P.B. Geometry and symmetry [Holden-Day, 1968] (djvu,300 p.,2843K,300dpi,en,T)
* Zong Ch. Sphere packings [Springer, 1999] (0387987940,djvu,258 p.,2484K,300dpi,L,en,T)