WILLIAM STEIN'S BOOKS. MAY, 1998---------------------------------------MSRI, model theory of fields notesWiener, i am a mathematician (autobio)ahlfors, complex analysisalexandroff, elementary concepts of topologyalperin, local representation theoryams, chaos and fractals, the mathematics behind the computer graphicsams, 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, weilandrews, number theoryarcata, 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 functionsartin, algebraic spacesartin, elements of algebraic geometryartin, galois theoryartin, tate, class field theoryatiyah, macdonald, commutative algebrabatut, user's guide to pari-gp,bergmann, an invitation to general algebra and universal constructionsbirkhoff, maclane, a survey of modern algebrabirkhoff, rota, ordinary differential equations,borevich, shavarevich, number theoryborisenko, vector and tensor analysisborn, einstein's theory of relativitybosch, l-, raynaud, neron modelsbourbake, commutative algebrabourbaki, algebra IV--VIIbourbaki, algebra commutative ch. 5 and 6,bourgin, modern algebraic topologybrown, buildingsbrown, cohomology of groupsbuhler, gauss: a biographical studyburrow, representation theory of finite groupsburton, elmentary number theorycameron, rosenblatt, and raymond, learning gnu emacs, 2nd editioncassels, diophantine equationscassels, frohlich, algebraic number theorycassels, lectures on elliptic curvescassels, lectures on elliptic curves (kevin's notes)cassels, local fieldschernoff, lectures on toplogy and analysischevalley, fondemente de la geometrie algebraiquecoats, yau, elliptic curves, modular forms, and fermat's last theoremcohen, a course in computational algebraic number theorycohn, a classical invitation to algebraic numbers and class fieldscohn, advanced number theorycohn, conformal mapping on riemann surfacescohn, introduction to the construction of class fieldscomer, internetworking with tcp/ipconway, a course in functional analysiscornell, silverman, arithmetic geometrycornell, silverman, stevens, modular forms and fermat's last theoremcourant and robins, what is mathematics?cremona, algorithms for modular elliptic curves (editions i and ii)cremonese, questions on algebraic varietiescurtis, linear algebracurtis, reiner, representation theory of finite groupsdanilov, cohomology of abelian varieties,demazure, lectures on p-divisible groupsdescarte, selectionsdieudonne, algebraic geometrydieudonne, history of algebraic geometrydoob, measure theorydoob, tex: starting from square 1edgar, measure topology and fractal geometryeisenbud, commutative algebra with a view toward algebraic geometryeuclid, elementsfaith, algebra: rings, modules, and categories Ifaltings, lectures on the airthmetic riemann-roch theoremfarkas, kra, riemann surfacesfary, transformation groups,flanagan, java in a nutshell, o'reilly book.flanders, differential forms with applications to the physical sciencesfoley, van dam, fundamentals of computer graphicsfox, spencer, and tucker, algebraic geometry and topology, chow, on projective embeddings, rosenlicht, commutative algebraic group varieties, weil , projective embeddingsfrohlich, taylor, algebraic number theoryfulton, algebraic curvesfulton, harris, representation theoryfulton, introduction to toric varietiesgallian, contemporary abstract algebragaughan, introduction to analysisgoldberg, curvature and homologygoossens, mittelbach, samarin, the latex companiongouveau, p-adic numbersgreenberg, harper, algebraic topology, a first coursegriffiths and harris, principles of algebraic geometrygriffiths, an introduction to the theory of special divisors on algebraic curvesgrothendieck, elements de geometrie algebraique, IV, etude locale des schemas, et des morphisms de schemashall, the theory of groupshalmos, naive set theoryhancock, foundations of the theory of algebraic numbers, vol II, 1932, VERY classicalharris, algebraic geometryhartshorne, algebraic geometryhartshorne, notes from 253, homological algebrahartshorne, on the de rham cohomology of algebraic varietieshenle, a combinatorial introduction to topologyhigham, handbook of writing for the mathematical scienceshilton, a course in modern algebrahirschman, studies in real and complex analysishirzebruch, neue topologische methoden in der algebraischen geometiriehocking, young, topologyhofstadter, godel, escher, bach: an eternal golden braidhu, homotopy theoryhughes, deisgn theoryhumphreys, introduction to lie algebras and representation theoryhumphreys, linear algebraic groupshungerford, algebrahusemoller, elliptic curveshusemoller, fibre bundlesigusa, algebraic analysis, geometry, and number theory: first JAMI conferenceihes, pub no 46infeld, whom the gods love, bio. of galois, gift from hendrikireland, rosen, a classical introduction to modern number theoryisaacs, character theory of finite groupsjacobson, lie algebrasjans, rings and homologykaplansky, commutative ringskempf, abelian integralskhurgin, did you say mathematicskientzle, how to get a Ph.D. in mathematics at u.c. berkeleykirch, linux network administrators guidekirwan, complex algebraic curveskline, calculus parts I and II.knapp, elliptic curvesknopp, problem book I, in the theory of functionsknuth, the art of computer programming, vol 1, basics, linked structuresknuth, the texbookkoblitz, a course in number theory and cryptographykoblitz, introduction to elliptic curves and modular formskoblitz, p-adic number, p-adic analysis, and zeta-functionskoch, number theory II,kunz, introduction to commutative algebra and algebraic geometrylamport, latex, a document preparation systemlang, algebra (second edition, with the infamous remark about maclane's book on homological algebra)lang, algebra, third editionlang, algebraic number theorylang, complex analysislang, complex multiplicationlang, cyclotomic fields I and IIlang, differential and riemanninan manifoldslang, differential manifolds (old edition)lang, elliptic functionslang, introduction to algebraic and abelian functions (2 copies)lang, introduction to arakelov theorylang, introduction to modular formslang, linear algebralang, some papers on algebraic geometry that he gave me in case i wanted to "rewrite hartshorne". lang, stuff to add to diff. and riem. manifoldslang, the beauty of doing mathematics: three public dialogueslang, the scheer campaign, a book on a political campaign in berkeley in the 60's. lang, topics in cohomology of groupslawden, an introduction to tensor calculuslemay, perkins, teach yourslef java 1.1 in 21 dayslenstra, algebraic number theory noteslinderholm, mathematics made difficult (!!)lorenzini, an invitation to arithmetic geometryloukides, oram, programming with GNU software, O'reilly booklovelock, rund, tensors, differential forms, and variational principlesmacdonald, introduction to schemesmaclane, categories for the working mathematicianmaclane, homologymagnus, karrass, solitar, combinatorial group theory: presentations of groups in terms of generators and relationsmal'cev, foundations of linear algebramanin, cubic formsmanin, panchishkin, number theory i, problems tricks, ideas, theories, modular forms, langlands, artin conjecture -- very summarialmarcus, number fieldsmarsden, hoffman, basic complex analysismatsumura, commutative ring theorymay, lectures on calculusmazur, modular curves and eisenstein idealmazur, stevens, p-adic monodromy and BSD, conference at Boston Umazur, wiles, class fields of abelian extensions of Qmccarthy, algebriac extensions of fieldsmccoy, the theory of ringsmilne, arithmetic duality theoremsmilne, elliptic curves (and lots of other things)milne, etale cohomologymilne, fields and galois theorymilne, group theorymitchell, theory of categories,miyake, modular formsmordell, diophantine equations,mordell, reflections of a mathematicianmoreno, algebraic curves over finite fieldsmumford, curves and their jacobiansmumford, the red book of varieties and schemesmunkres, topologymurty, introduction to abelian varietiesmurty, seminar on FLT (contains the excellent diamond-im article)nagata, polynomial rings and affine spacesneukirch, class field theorynikol'skii, anlysis III, spaces of differentiable functionso'meara, introduction to quadratic formsoort, commutative group schemesosgood, mechanicspatterson, an introduction to the theory of the riemann-zeta functionpetzold, yao, programming windows 95pinsky, partial differential equations and boundary-value problems with applicationspollard, the theory of algebraic numberspowell, higman, finite simple groups, 1971, (cassels-frohlich of f.s.g's)protter, morrey, a first course in real analysisredhat linux users guide (v 4.2)ribenboim, rings and modulesrotman, an introduction to algebraic topologyroyden, real analysissaaty, lectures on modern mathematicssamel, corps de fonctiones algebriqueschey, div, grad, curl, and all thatsegre, arithmetical questions on algebraic varietiesseminaire cartan-chevalley, geometrie algebraiqueseminaire chevalley 2, 1958, anneux de chow et applicationsserre, a course in arithmeticserre, abelian l-adic representationsserre, algebraic groups and class fieldsserre, cohomologie galoisienneserre, complex semisimple lie algebrasserre, group cohomologyserre, linear representations of finite groupsserre, local fieldsserre, topics in galois theoryshatz, moduli spacesshatz, profinite groups, arithmetic, and geometryshimura, introduction to the arithmetic theory of automorphic functionssilverman, advanced topics in the arithmetic of elliptic curvessilverman, introduction to diophantine geometry (preliminary draft)silverman, tate, rational points on elliptic curvessilverman, the arithmetic of elliptic curvessobolev, partial differetial equations of mathematical physicssoule, abramovich, burnol, kramer, lecture on arakelov geometrystein, 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 historystroustrup, the c++ programming languagestruick, a concise history of mathematicstamme, introduction to etale cohomologythompson, 3d graphics programming for windows 95van der waerden, modern algebra vol 1van der waerden, modern algebra vol 2wall, a geometric introduction to topology (hard cover, whoops!)wall, a geometric introduction to topology (paper back)walsh, making tex workwaterhouse, introduction to affine group schemesweibel, an introduction to homological algebraweil, adeles and algebraic groupsweil, basic number theoryweil, collected papers, volumes I,II,III (thanks Nghi!!!)welsh, kaufman, running linuxwelsh, matroid theorywiles, annals of math, proof of fltwolfram, mathematica, 2nd editionyokonuma, tensor spaces and exterior algebrazariski, algebraic surfaceszariski, introduction to the problem of minial models in the theory of algebraic surfaceszariski-samuel, commutative algebra, vol's 1 and 2.