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Author |
Title |
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Abhyankar |
Ramification theoretic methods in algebraic geometry |
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Ahlfors |
Complex analysis x 2 |
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Ahlfors, Sario |
Riemann surfaces |
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Alexandrov, Hopf |
Topologie 1 (deutsch) |
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Angeniol |
Families de Cycles Algebriques-Schema de Chow |
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Apostol |
Introduction to analysis number theory |
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Abarello, Cornaba, Griffiths |
Geometry of algebraic curves x 2 |
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Arnold, Gusein-Zade, Varchenko |
Singularities of differentiable maps |
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Arnold |
Geometrical methods in theory of diffential equations x 2 |
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Arnold |
Ordinary differential equations |
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Artin |
Algebraic numbers and algebraic functions |
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Artin |
Deformation of singularities |
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Artin, Tate |
Class field theory |
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Artin |
Analytische Geometrie und Algebra I, II |
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Artin, |
Algebra I, II |
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Auslander, Reiten, Smalo |
Representatio theory of Artin Algebra x 2 |
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Arveson |
An inviation to C*-algebra |
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Barth, Peters, Van de Ven |
Compact complex surfaces |
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Baues |
Obstruction Theory |
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Behnke, Sommer |
Theorie der analischen funtionen einer komplexen veraenderlichen x 3 |
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Berger, Gostiaux |
Differential Geometry: Manifolds, Curves and Surfaces |
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|
Berger |
Geometry II |
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Biebebach |
Einfuehrung in die Analitische Geometrie |
|
|
Bien |
D-modules and spherical representations |
|
|
Lange, Birkenhake |
Complex abelian varieties |
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Anosov, Bolibruch |
The Riemann Hilbert Problem |
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Borel |
Topics in the homology problem of fiber bundles |
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Benson, Grove |
Finite reflection groups |
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Borel et. al. |
Intersection cohomology |
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Borevich, Shafarevich |
Number theory |
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Broecker, Jaenich |
Einfuehrung in die Differentialtopologie |
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Buchholz |
The confluent hypergeometric function |
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|
Buium |
Differential function fields and moduli of algebraic varieties |
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|
Bredon |
Sheaf theory |
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Cartan |
Theorie des groupes finis e continus |
|
|
Cartan |
Differentialrechnung |
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Cartan |
Elementae Theorien der Analytischen Funktionen einer oder mehrerer Komplexen Veraenderlichen |
|
|
Cassels |
An Introduction to the geometry of numbers x 2 |
|
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Cassels |
Rational quadratic forms |
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Landau |
Aus der elementaren Zahlentheorie |
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Chevalley |
Theory of Lie groups |
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Cossart,Giraud, Orbanz |
Resolution of surface singularities |
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|
Choquet-Bruhat |
Geometrie differentielle et system exterieurs |
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|
Cossec, Dolgachev |
Enriques Surfaces I |
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|
Cox, Little, O'Shea |
Ideals, Varieties and Algorithms |
|
|
Coxeter |
Unvergaengliche Geometrie |
|
|
Campillo |
Algebroid curves in positive characteristic |
|
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Cassels, Froehlich |
Algebraic number theory x 2 |
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Chandrasekharan |
Einfuehrung in die Analytische Zahlentheorie x 2 |
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Chandrasekharan |
Arithemetical functions |
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Clemens |
A scrapbook of complex curve theory |
|
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Cohen |
A course in computational algebraic number theory |
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|
Coleff, Herrera |
Les Courants residuels associes a une form meromorphe |
|
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Conway, Sloane |
Sphere packings, lattices and groups |
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Curtice, Reiner |
Representations of finite groups and associative algebras |
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Cohn |
A classical inviatation to algebraic numbers and class fields |
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Davenport |
Multiplicative number theory |
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Demailly |
Gewoehnliche Differentialgleichungen |
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Dieudonne |
Foundations of modern analysis |
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|
Dieudonne |
Special functions and linear representations of lie groups |
|
|
Dieudonne |
Introduction to the theory of formal groups |
|
|
Dinghas |
Vorlesungen ueber funktionentheorie |
|
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Dold |
Lectures on algebraic topology |
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|
Dubrovin, Fomenko, Novikov |
Modern geometry – methods and applications, Part I. The geometry of surfaces, Transformation groups and fields |
|
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Exidhoven, Evertse |
Diophantine Approximation and abelian varieties x 2 |
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Edwards |
Fermat's last theorem |
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Edwards |
Zeta function |
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|
Eilenberg, Steenrod |
Algebraic topology |
|
|
Eisenbud, Neumann |
Three-dimensional link theory and invariatnts of curve singularities |
|
|
Eichler |
Introduction to the theory of algebraic numbers and functions |
|
|
Faltings |
Lectures on the arithmetic Riemann-Roch theorem |
|
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Fischer, Lieb |
Funtionentheorie |
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Faltings, Chai |
Degeneration of abelian varieties |
|
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Fischer |
Complex analytic geometry |
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|
Fischer |
Ebene algebraische Kurven |
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Fomenko |
Symplectic geometry |
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|
Forster, Knorr |
Konstruktion verseller familien komplexer Raeume |
|
|
Friedrich |
Vorlesung ueber K-Theorie |
|
|
Freita, Kiehl |
Etale cohomology and the Weil conjecture |
|
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Freed, Uhlenbeck |
Instantons and Four-manifolds |
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|
Faltings, Wuestholz, et. al. |
Rational points |
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|
Friedlander |
Etale homotopy of simplicial schemes |
|
|
Coates, Helgason |
The birational geometry of degenerations |
|
|
Froehlich |
Algebraic Number fields |
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|
Froehlich |
Galois module structure of algebraic integers |
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|
Fulton |
Algebraic topology |
|
|
Gallot, Hulin, Lafontaine |
Riemannian geometry x 2 |
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Geer |
Hilbert modular surfaces |
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|
Gerritzen, van der Put |
Schottky groups and Mumford curves |
|
|
Greenberg |
Euclidean and Non-Euclidean geometies |
|
|
Greenberg |
Lectures on algebraic topology x 2 |
|
|
Gelfand, Shilov |
Generalized functions, theory of differential equations |
|
|
Goresky, MacPherson |
Stratified Morse theory |
|
|
Griffiths, Harris |
Principles of algebraic geometry x 2 |
|
|
Griffiths |
Exterior Differential systems and the calculus of variations |
|
|
Griffiths |
Surfaces |
|
|
Grauert, Fritzsche |
Einfuehrung in die Funktionentheorie mehrerer Veraendlicher |
|
|
Grauert, Remmert |
Theorie der Steinschen Raeume x 3 |
|
|
Grauert, Fritsche |
Several Complex Variables x 2 |
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|
Gunning |
Vorlesung ueber Riemannsche Flaechen x 2 |
|
|
Gunning |
On unifomization of complex manifolds: the role of connections x 2 |
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Hardy, Wright |
Zahlentheorie |
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Hartshorne |
Algebraich geometry x 2 |
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Hasse |
Vorlesung ueber Zahlentheorie x 2 |
|
|
Hartshorne |
Ample subvarieties of algebraic varieties |
|
|
Hartshorne |
Residue and Duality x 2 |
|
|
Hasse |
Zahlbericht |
|
|
Helgason |
Topics in harmonic analysis on homogeneous spaces |
|
|
Hilbert |
Grundlagen der geometrie |
|
|
Hilton, Stambach |
A course in homological algebra |
|
|
Hirzebruch, van der Geer |
Lectures on modular sufaces |
|
|
Hirzebruch |
Neue topologische Methoden in der algebraischen Geometrie |
|
|
Hochschild |
Basic theorie of algebraic groups and Lie algebras |
|
|
Hoermander |
Seminar on singularities of solutions of linear partial differential equations |
|
|
Holzapfel |
The ball and some Hilbert problems |
|
|
Hu |
Homological theory |
|
|
Hubbard, West |
Differential equations: A dynamical systems approach, Higher-Dimensional systems |
|
|
Wilfred |
Conjectures in arithmetic algebraic geometry |
|
|
Humphreys |
Introduction to Lie algebras and representation theory x 3 |
|
|
Husemoeller |
Elliptic Curves |
|
|
Husemoeller |
Fiber bundles |
|
|
Huppert |
Endliche Gruppen I,II, III |
|
|
Hurwitz, Courant |
Funktionentheorie |
|
|
Igusa |
Theta functions |
|
|
Itaka |
Birational geometry for open varieties |
|
|
Ishida |
The genus fields of algebraic number fields |
|
|
Iwasawa |
Lectures on p-adic L-functions |
|
|
Jaquet, Langlands |
Automorphic forms on GL(2) |
|
|
Jaenich |
Topology |
|
|
Jantzen |
Einhuellende Algebren halbeinfacher Lie Algebren |
|
|
Jonson |
Presentation of groups |
|
|
Jouanolou |
Equations de Pfaff algebriques |
|
|
Jost |
Riemannian geometry and geometric analysis |
|
|
Libgober, Wagreich |
Algebraic geoemetry, Proc. Uni. Ilinois 1980 |
|
|
Chudnovsky, Chudnovsky, Cohn, Nathanson |
Number theory, New York 1982 |
|
|
Nathanson |
Number theory day, New York 1976 |
|
|
Demazure, Pinkham, Teissier |
Seminar sur les Singularities des Surfaces, Palaiseau, France 1976-77 x 2 |
|
|
Giraud, Illusie, Raynaud |
Surfaces Algebraiques, Seminar geometric algebrique 1976-78 |
|
|
Hirzebruch |
Modular functions of one variables V |
|
|
Serre, Zagier |
Modular functions of one variable VI, Proc. Bonn 1976 |
|
|
Lonsted |
Algebraic geometry, Proc. Copenhagen 1978 x 2 |
|
|
Dennis |
Algebraic K-theory, Proc. Oberwolfach 1980, Part II |
|
|
Adem, Carlson, Priddy, Webb Editors |
Group representations: Cohomology, Group actions and topology |
|
|
Barz, Hervier |
Enumerative geometry and classical algebraic geometry |
|
|
Kuyk, Serre |
Modular functions of one variable III, Proc. Antwerp, RUCA, 1972 |
|
|
Deligne, Kuyk |
Modular functions of one variable II, Proc. Antwerp, RUCA, 1972 |
|
|
Arbarello, Procesi, Strickland |
Geometry today, Roma 1984 |
|
|
Ballico, Ciliberto |
Algebraic curves and projective geometry |
|
|
Jannsen, Kleinman, Serre |
Motives I, II |
|
|
Fujiki, Kato, Katsura |
Algebraic geometry and analytic geometry |
|
|
Frey |
On Artin's conjecture for odd 2-dimensional representations |
|
|
Collino, Conte, Marchisio |
The Fano conference |
|
|
Barth, Lange |
Arithmetic of complex manifolds |
|
|
SMF |
Singularities a Cargese, 1973 |
|
|
Popp |
Classification of algebraic varieties and compact complex manifolds |
|
|
Bogomolov, Katzarkov |
Motives, Polylogarithms and Hodge theory I, II |
|
|
Brooks |
Symposium on several complex variables, Park City, Utah, 1970 |
|
|
Balslev |
18th Scandinavian congress of mathematicians, Proc. 1980 |
|
|
Buchholtz, Suffridge |
Complex analysis, Proc 1976 |
|
|
Grothedieck |
SGA 7 I: Groupes de Monodromie en geometrie algebrique |
|
|
Grothendieck |
SGA 6: Theorie des intersections et theoreme de Riemann-Roch |
|
|
Grothendieck |
SGA 41/2: Cohomologie Etale |
|
|
Siu |
Complex analysis of several variables, Proc. |
|
|
Howard, Pit-Mann Wong (Eds) |
Contributions to several complex variables |
|
|
Holm (Ed) |
Real and complex singularities, Proc Oslo 1976 |
|
|
Hervier, Hirschowitz |
Varieties Analyticques compactes |
|
|
Norguet |
Fonctions de plusieurs variables complexes |
|
|
Norguet |
Fontiones de Plusieurs variables complexes II |
|
|
Norguet |
Fontiones de Plusieurs variables complexes IV |
|
|
Kirwan, Zalcman |
Advances in complex function theory |
|
|
Horvath |
Several complex variables II, Maryland 1970 |
|
|
Grothendieck |
SGA 1: Revetements etales et groupe fondamental |
|
|
Hasse, Roquette |
Algebraische Zahlentheorie |
|
|
Tamura |
Foliations |
|
|
Atiyah, et. al. |
Lectures in modern analysis and applications I |
|
|
Glimm |
Lectures in modern analysis and applications II |
|
|
Dudley |
Lectures in modern analysis and applications III |
|
|
Borel |
Seminar on complex multiplication |
|
|
Green, Murrre, Voisin |
Algebraic cycles and Hodge theory x 2 |
|
|
Lawvere, Maurer, Wraith (Eds) |
Model theory and topoi |
|
|
Michler, Ringel |
Representation theory of finite groups and finite-dimentional algebras |
|
|
Arnold, Novikov |
Dynamical systems I, III, V, VII, IX |
|
|
Parshin, Shafarevich |
Number theory I |
|
|
Kac |
Infinitedimensional Lie algebra |
|
|
Kashiwara, Schapira |
Sheaves on manifolds |
|
|
Kempf, G. |
Complex abelian varieties and Theta functions |
|
|
Kaplansky |
Commutative rings |
|
|
Klein |
Hoehere Geometrie (deutsch) |
|
|
Knapp |
Lie groups beyond an Introduction |
|
|
Knapp |
Representation theory of semi-simple Lie groups |
|
|
Knebusch, M., Scharlau W. |
Algebraic Theory of Quadratic Forms |
|
|
Knebusch, M, Scharlau W. |
Wittrings |
|
|
Kneser, H. |
Funktionentheorie (deutsch) |
|
|
Knoerrer |
Geometrie (deutsch) |
|
|
Koblitz, N. |
Number theory related to Fermat's last theorem |
|
|
Koblitz, N. |
A Course in Number theory and Cryptography |
|
|
Koblitz, N. |
P-adic numbers, p-adic Analysis, and Zeta-Functions |
|
|
Kodaira, K. |
Complex Manifolds and Deformation of Complex Structures |
|
|
Kollar, J. |
Rational curves on algebraic Varieties |
|
|
Kodaira, K., Morrow, J. |
Complex Manifolds |
|
|
Krull, W. |
Idealtheorie (deutsch) |
|
|
Kurke H., Pfister G., Roczen M. |
Henselsche Ringe und algebraische Geometrie |
|
|
Kunz, E. |
Kaehler Differentials |
|
|
Lam, T.Y |
Serre's Conjecture |
|
|
Lamotke, K. |
Semisimplizial algebraische Topologie |
|
|
Landau, E. |
Elementare Zahlentheorie |
|
|
Lang, S. |
Algebraic Number Theory |
|
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Lang, S. |
SL_2(R) |
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Lang, S. |
Cyclotomic Fields I |
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Lang, S. |
Cyclotomic Fields II |
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Long, R. |
Algebraic Number theory |
|
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Lang, S. |
Elliptic functions |
|
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Lang, S. |
Algebra |
|
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Lang, S. |
Introduction to algebraic Geometry |
|
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Lang, S. |
Elliptic curves Diophantine Analysis |
|
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Lang, S. |
Introduction to Modular forms |
|
|
Laudal, Olav A. |
Formal Moduli of algebraic Structures |
|
|
Lazard, M. |
Commutative Formal Groups |
|
|
Laska, M. |
Elliptic curves over Number Fields with Prescribed Reduction type |
|
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Lefschetz |
Topology |
|
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Lusztig, G. |
Character of reductive Groups over a finite field |
|
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Lefschetz |
Applications of Algebraic Topology |
|
|
Lipman, par J. |
Dualizing Sheaves, Differentials and Residues on algebraic Varieties |
|
|
Lipschutz |
Theory and problems of Complex Variables |
|
|
Liapounoff, M. A. |
Probleme General De La Stabilite Du Mouvement (French) |
|
|
Lorenz, F. |
Quadratische Formen ueber Koerpern (deutsch) |
|
|
Lorenz, F. |
Einfuehrung in die Algebra II |
|
|
MacDonald, I.G |
Symmetric functions and Hall Polynomials |
|
|
MacLane, S.Mac |
Kategorien (deutsch) |
|
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McCleary, J. |
User's guide to Spectral Sequences |
|
|
Manin, Yu.I |
Cubic Forms, Algebra, Geometry, Arithmetic |
|
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Manin, Yu.I |
Gauge Field Theory and Complex Geometry |
|
|
Massey, W.S. |
Algebraic Topology An Introduction |
|
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Matsushima, Y. |
Differentiable Manifolds |
|
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Milnor, J. |
Singular Points of Complex Hypersurfaces |
|
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Milnor, J. |
Morse Theory |
|
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Miyaoka Y., Peternell T. |
Geometry of Higher Dimensional Algebraic Geometry |
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Moise, E. |
Geometric Topology in Dimensions 2 and 3 |
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Moishezon, B. |
Complex Surfaces and Connected Sums of Complex projective Planes |
|
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Moore, John D. |
Lectures on Seiberg-Witten Invariants |
|
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Morse, M. |
Global Variational Analysis, Weierstrass Integrals on a Riemannian Manifold |
|
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Mostow |
Strong Rigidity of locally symmetric spaces |
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Mumford, D. |
Lectures on curves on an algebraic Surface |
|
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Mumford, D. |
The Red book of Varieties and Schemes |
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Mumford, D., Nori, M., Norman, P. |
Tata Lectures on Theta III |
|
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Nagata, M. |
Local rings |
|
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Nagata, J. |
Modern Dimension Theory |
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Namikawa, Y. |
Toroidal Compactification of Siegel Spaces |
|
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Narkiewicz, W. |
Elementary and Analytic Theory of algebraic Numbers |
|
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Narasimhan, R. |
Several Complex Variables |
|
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Narasimhan, R. |
Introduction to the Theory of Analytic Spaces |
|
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Neukirch, J. |
Klassenkoerpertheorie (deutsch) |
|
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O'Meara, O.T |
Introduction to Quadratic Forms |
|
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Orlik, P., Terao H. |
Arrangements of Hyperplanes |
|
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Pasch, M., Dehn, M. |
Vorlesungen ueber neuere Geometrie (deutsch) |
|
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Pollar, H., Diamond, H. |
The theory of algebraic Numbers |
|
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Pontryagin, L.S. |
Topological Groups |
|
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Popp, H. |
Fundamentalgruppen algebraischer Mannigfaltigkeiten (deutsch) |
|
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Popp, H. |
Moduli Theory and Classification Theory of algebraic Varieties |
|
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Prestel |
Lectures on formally real fields |
|
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Querenburg, B.v. |
Mengentheoretische Topologie (deutsch) |
|
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Rademacher, H. |
Topics in Analytical Number Theory |
|
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Reid, M. |
Undergraduate Algebraic Geometry |
|
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Reiner, I. |
Maximal Orders |
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Remmert, R., Ullrich, P. |
Elementare Zahlentheorie |
|
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Roman, T. |
Regulaer und halbregulaere Polyeder |
|
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Rosenfeld, B.A. |
A History of Non-Euclidean Geometrt, Evolution of the Concept of a Geometric Space |
|
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Samuel, P. |
Projective geometry |
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Schoeneberg, B. |
Elliptic Modular Functions |
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Schmidt, K. |
Dynamical Systems of Algebraic Origin |
|
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Schneider, TH. |
Einfuehrung in die tranzendenten Zahlen (x 2) |
|
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Schwarz, W. |
Einfuehrung in Methoden und Ergebnisse der Primzahltheorie |
|
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Schwartz, J. |
Differential Geometry and Topology |
|
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Serre, J-P. |
Algebres de Lie semi-simples complexes |
|
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Serre, J-P. |
Corps locaux (x2) |
|
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Serre, J-P. |
Groupes algebrique et corps de classes |
|
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Serre, J-P. |
Algebre Locale |
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Serre, J-P. |
Cohomologie Galoisienne (x2) |
|
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Serre, J-P. |
Lie algebras and Lie groups (x2) |
|
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Shafarevich, I.R |
Basic Algebraic Geometry (x5) |
|
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Shafarevich, I.R |
Lectures on minimal Models and birational Transformations of two dimensional Schemes |
|
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Schubert, H. |
Topologie |
|
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Siegel, C.L. |
Topics in comlex function theory |
|
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Silverman, J. |
Advanced Topics in the Arithmeticof Ellitpic Curves |
|
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Spanier, E. |
Algebraic Topology |
|
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Spivak, M. |
Calculus on Manifolds |
|
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Soule, C., Abramovich, D., Burnol, J.-F., Kramer, J. |
Lectures on Arakelov Geometry |
|
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Stillwell, J. |
Classical Topology and Combinatorial Group Theory |
|
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Stoecker, Zieschang |
Algebraische Topologie |
|
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Switzer, Robert M. |
Algebraic Topology Homotopy and Homology |
|
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Srinivas, V. |
Algebraic K-Theory |
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Stewart, Ian |
Lie Algebras |
|
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Serre, J-P. |
Linear Representation of finite Groups (x2) |
|
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Steenrod, N. |
The Topology of fibre Bundles |
|
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Singer, I.M, Thorpe, J.A. |
Lecture Notes on elementary Topology and Geometry |
|
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Tom Dieck, Tammo. |
Transformation Groups |
|
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Thomas, A.D. |
Zeta-Functions: An Introduction to algebraic Geometry |
|
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Van Der Waerden |
Algebra, erster Teil (x2) |
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Van Der Waerden |
Algebra, zweiter Teil (x2) |
|
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Van Der Waerden |
Einfuehrung in die algebraische Geometrie |
|
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Warner, F. |
Foundations of differentiable Manifolds and Lie groups |
|
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Wall, C.T.C |
A geometric Introduction to Topology |
|
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Weibel, Charles A. |
An introduction to homological algebra |
|
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Weil, Andre. |
Basic Number Theory |
|
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Weil, Andre. |
Elliptic Functions according to Eisenstein and Kronecker (x2) |
|
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Weiss, E. |
Algebraic Number Theory |
|
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Whitehead, G. |
Elements of Homotopy Theory |
|
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Zagier, D.B. |
Zetafunktionen und quadratische Koerper |
|
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Zariski, O. |
Algebraic Surfaces (x2) |
|
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Zariski, O., Samuel, P. |
Commutative Algebra Volume I |
|
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Zariski, O., Samuel, P. |
Commutative Algebra Volume II (x2) |
|
|
Zassenhaus, H. |
Number Theory and Algebra (x2) |
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