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