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Author: William A. Stein
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WILLIAM STEIN'S BOOKS. MAY, 1998
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MSRI, model theory of fields notes
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Wiener, i am a mathematician (autobio)
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ahlfors, complex analysis
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alexandroff, elementary concepts of topology
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alperin, local representation theory
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ams, chaos and fractals, the mathematics behind the computer graphics
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ams, mathematical developments arising from hilber problems, vols. 1, 2. [katz, deligne's proof, tate, generalized reciprocity, 10th problem, o'meara on quadratic forms, langlands, pfister,
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ams, proceedings of the international congress of mathematics, 1950, maclane, cohomology theory of abelian groups, artin, modern devel. of numb. theory, zariski, weil
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andrews, number theory
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arcata, algebraic geometry, 1974, ams, [30 page paper of mazur on eigenvalues of Frob., berthelot, slopes of frob in crystalline cohomology, illusie, report on crystalline cohomology, katz, p-adic l-functions, ribet.
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artin, algebraic numbers and functions
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artin, algebraic spaces
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artin, elements of algebraic geometry
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artin, galois theory
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artin, tate, class field theory
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atiyah, macdonald, commutative algebra
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batut, user's guide to pari-gp,
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bergmann, an invitation to general algebra and universal constructions
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birkhoff, maclane, a survey of modern algebra
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birkhoff, rota, ordinary differential equations,
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borevich, shavarevich, number theory
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borisenko, vector and tensor analysis
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born, einstein's theory of relativity
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bosch, l-, raynaud, neron models
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bourbake, commutative algebra
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bourbaki, algebra IV--VII
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bourbaki, algebra commutative ch. 5 and 6,
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bourgin, modern algebraic topology
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brown, buildings
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brown, cohomology of groups
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buhler, gauss: a biographical study
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burrow, representation theory of finite groups
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burton, elmentary number theory
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cameron, rosenblatt, and raymond, learning gnu emacs, 2nd edition
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cassels, diophantine equations
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cassels, frohlich, algebraic number theory
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cassels, lectures on elliptic curves
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cassels, lectures on elliptic curves (kevin's notes)
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cassels, local fields
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chernoff, lectures on toplogy and analysis
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chevalley, fondemente de la geometrie algebraique
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coats, yau, elliptic curves, modular forms, and fermat's last theorem
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cohen, a course in computational algebraic number theory
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cohn, a classical invitation to algebraic numbers and class fields
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cohn, advanced number theory
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cohn, conformal mapping on riemann surfaces
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cohn, introduction to the construction of class fields
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comer, internetworking with tcp/ip
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conway, a course in functional analysis
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cornell, silverman, arithmetic geometry
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cornell, silverman, stevens, modular forms and fermat's last theorem
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courant and robins, what is mathematics?
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cremona, algorithms for modular elliptic curves (editions i and ii)
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cremonese, questions on algebraic varieties
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curtis, linear algebra
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curtis, reiner, representation theory of finite groups
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danilov, cohomology of abelian varieties,
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demazure, lectures on p-divisible groups
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descarte, selections
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dieudonne, algebraic geometry
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dieudonne, history of algebraic geometry
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doob, measure theory
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doob, tex: starting from square 1
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edgar, measure topology and fractal geometry
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eisenbud, commutative algebra with a view toward algebraic geometry
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euclid, elements
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faith, algebra: rings, modules, and categories I
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faltings, lectures on the airthmetic riemann-roch theorem
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farkas, kra, riemann surfaces
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fary, transformation groups,
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flanagan, java in a nutshell, o'reilly book.
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flanders, differential forms with applications to the physical sciences
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foley, van dam, fundamentals of computer graphics
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fox, spencer, and tucker, algebraic geometry and topology, chow, on projective embeddings, rosenlicht, commutative algebraic group varieties, weil , projective embeddings
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frohlich, taylor, algebraic number theory
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fulton, algebraic curves
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fulton, harris, representation theory
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fulton, introduction to toric varieties
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gallian, contemporary abstract algebra
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gaughan, introduction to analysis
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goldberg, curvature and homology
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goossens, mittelbach, samarin, the latex companion
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gouveau, p-adic numbers
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greenberg, harper, algebraic topology, a first course
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griffiths and harris, principles of algebraic geometry
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griffiths, an introduction to the theory of special divisors on algebraic curves
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grothendieck, elements de geometrie algebraique, IV, etude locale des schemas, et des morphisms de schemas
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hall, the theory of groups
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halmos, naive set theory
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hancock, foundations of the theory of algebraic numbers, vol II, 1932, VERY classical
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harris, algebraic geometry
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hartshorne, algebraic geometry
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hartshorne, notes from 253, homological algebra
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hartshorne, on the de rham cohomology of algebraic varieties
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henle, a combinatorial introduction to topology
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higham, handbook of writing for the mathematical sciences
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hilton, a course in modern algebra
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hirschman, studies in real and complex analysis
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hirzebruch, neue topologische methoden in der algebraischen geometirie
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hocking, young, topology
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hofstadter, godel, escher, bach: an eternal golden braid
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hu, homotopy theory
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hughes, deisgn theory
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humphreys, introduction to lie algebras and representation theory
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humphreys, linear algebraic groups
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hungerford, algebra
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husemoller, elliptic curves
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husemoller, fibre bundles
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igusa, algebraic analysis, geometry, and number theory: first JAMI conference
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ihes, pub no 46
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infeld, whom the gods love, bio. of galois, gift from hendrik
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ireland, rosen, a classical introduction to modern number theory
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isaacs, character theory of finite groups
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jacobson, lie algebras
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jans, rings and homology
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kaplansky, commutative rings
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kempf, abelian integrals
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khurgin, did you say mathematics
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kientzle, how to get a Ph.D. in mathematics at u.c. berkeley
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kirch, linux network administrators guide
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kirwan, complex algebraic curves
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kline, calculus parts I and II.
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knapp, elliptic curves
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knopp, problem book I, in the theory of functions
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knuth, the art of computer programming, vol 1, basics, linked structures
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knuth, the texbook
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koblitz, a course in number theory and cryptography
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koblitz, introduction to elliptic curves and modular forms
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koblitz, p-adic number, p-adic analysis, and zeta-functions
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koch, number theory II,
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kunz, introduction to commutative algebra and algebraic geometry
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lamport, latex, a document preparation system
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lang, algebra (second edition, with the infamous remark about maclane's book on homological algebra)
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lang, algebra, third edition
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lang, algebraic number theory
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lang, complex analysis
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lang, complex multiplication
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lang, cyclotomic fields I and II
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lang, differential and riemanninan manifolds
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lang, differential manifolds (old edition)
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lang, elliptic functions
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lang, introduction to algebraic and abelian functions (2 copies)
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lang, introduction to arakelov theory
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lang, introduction to modular forms
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lang, linear algebra
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lang, some papers on algebraic geometry that he gave me in case i wanted to "rewrite hartshorne".
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lang, stuff to add to diff. and riem. manifolds
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lang, the beauty of doing mathematics: three public dialogues
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lang, the scheer campaign, a book on a political campaign in berkeley in the 60's.
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lang, topics in cohomology of groups
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lawden, an introduction to tensor calculus
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lemay, perkins, teach yourslef java 1.1 in 21 days
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lenstra, algebraic number theory notes
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linderholm, mathematics made difficult (!!)
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lorenzini, an invitation to arithmetic geometry
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loukides, oram, programming with GNU software, O'reilly book
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lovelock, rund, tensors, differential forms, and variational principles
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macdonald, introduction to schemes
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maclane, categories for the working mathematician
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maclane, homology
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magnus, karrass, solitar, combinatorial group theory: presentations of groups in terms of generators and relations
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mal'cev, foundations of linear algebra
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manin, cubic forms
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manin, panchishkin, number theory i, problems tricks, ideas, theories, modular forms, langlands, artin conjecture -- very summarial
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marcus, number fields
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marsden, hoffman, basic complex analysis
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matsumura, commutative ring theory
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may, lectures on calculus
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mazur, modular curves and eisenstein ideal
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mazur, stevens, p-adic monodromy and BSD, conference at Boston U
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mazur, wiles, class fields of abelian extensions of Q
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mccarthy, algebriac extensions of fields
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mccoy, the theory of rings
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milne, arithmetic duality theorems
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milne, elliptic curves (and lots of other things)
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milne, etale cohomology
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milne, fields and galois theory
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milne, group theory
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mitchell, theory of categories,
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miyake, modular forms
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mordell, diophantine equations,
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mordell, reflections of a mathematician
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moreno, algebraic curves over finite fields
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mumford, curves and their jacobians
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mumford, the red book of varieties and schemes
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munkres, topology
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murty, introduction to abelian varieties
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murty, seminar on FLT (contains the excellent diamond-im article)
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nagata, polynomial rings and affine spaces
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neukirch, class field theory
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nikol'skii, anlysis III, spaces of differentiable functions
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o'meara, introduction to quadratic forms
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oort, commutative group schemes
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osgood, mechanics
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patterson, an introduction to the theory of the riemann-zeta function
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petzold, yao, programming windows 95
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pinsky, partial differential equations and boundary-value problems with applications
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pollard, the theory of algebraic numbers
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powell, higman, finite simple groups, 1971, (cassels-frohlich of f.s.g's)
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protter, morrey, a first course in real analysis
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redhat linux users guide (v 4.2)
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ribenboim, rings and modules
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rotman, an introduction to algebraic topology
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royden, real analysis
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saaty, lectures on modern mathematics
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samel, corps de fonctiones algebrique
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schey, div, grad, curl, and all that
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segre, arithmetical questions on algebraic varieties
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seminaire cartan-chevalley, geometrie algebraique
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seminaire chevalley 2, 1958, anneux de chow et applications
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serre, a course in arithmetic
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serre, abelian l-adic representations
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serre, algebraic groups and class fields
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serre, cohomologie galoisienne
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serre, complex semisimple lie algebras
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serre, group cohomology
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serre, linear representations of finite groups
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serre, local fields
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serre, topics in galois theory
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shatz, moduli spaces
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shatz, profinite groups, arithmetic, and geometry
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shimura, introduction to the arithmetic theory of automorphic functions
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silverman, advanced topics in the arithmetic of elliptic curves
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silverman, introduction to diophantine geometry (preliminary draft)
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silverman, tate, rational points on elliptic curves
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silverman, the arithmetic of elliptic curves
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sobolev, partial differetial equations of mathematical physics
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soule, abramovich, burnol, kramer, lecture on arakelov geometry
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stein, danger of droids (a sci-fi book written by yours truly when i was 10)
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stevens, arithmetic on modular curves (ph.d. thesis)
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stillwell, mathematics and its history
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stroustrup, the c++ programming language
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struick, a concise history of mathematics
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tamme, introduction to etale cohomology
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thompson, 3d graphics programming for windows 95
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van der waerden, modern algebra vol 1
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van der waerden, modern algebra vol 2
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wall, a geometric introduction to topology (hard cover, whoops!)
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wall, a geometric introduction to topology (paper back)
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walsh, making tex work
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waterhouse, introduction to affine group schemes
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weibel, an introduction to homological algebra
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weil, adeles and algebraic groups
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weil, basic number theory
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weil, collected papers, volumes I,II,III (thanks Nghi!!!)
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welsh, kaufman, running linux
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welsh, matroid theory
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wiles, annals of math, proof of flt
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wolfram, mathematica, 2nd edition
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yokonuma, tensor spaces and exterior algebra
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zariski, algebraic surfaces
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zariski, introduction to the problem of minial models in the theory of algebraic surfaces
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zariski-samuel, commutative algebra, vol's 1 and 2.
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