1927 – 2005
Bibliografía (100 obras)
Introduction to Algebraic Geometry
2019
Complex Analysis
2013
Undergraduate Analysis
Introduction to Complex Hyperbolic Spaces
Faszination Mathematik
Algebraic Number Theory
2012
Math Talks for Undergraduates
Introduction to Diophantine Approximations
Differential and Riemannian Manifolds
Calculus of Several Variables
Algebra
Undergraduate Algebra
Introduction to Arakelov Theory
Beauty of Doing Mathematics
Differential Manifolds
Introduction to Algebraic and Abelian Functions
Elliptic Functions
Cyclotomic Fields I and II
2011
Real and Functional Analysis
Number Theory III
Geometry
2010
Riemann-Roch Algebra
Introduction to Modular Forms
2008
Introduction to Differentiable Manifolds
2006
Topics in Nevanlinna Theory
Explicit Formulas
Frobenius Distributions in GL2-Extensions
Topics in Cohomology of Groups
Complex Analysis (Graduate Texts in Mathematics)
2003
Short Calculus
2001
Introduccion Al Algebra Lineal
2000
Fundamentals of differential geometry
1999
Real and functional analysis
1993
Number theory III
1991
1988
Undergraduate algebra
1987
21 years of World Cup ski racing
1986
Math!
1985
Serge Lang, des jeunes et des maths
1984
Serge Lang fait des maths en public
Undergraduate analysis
1983
Undergraduate Analysis (Undergraduate Texts in Mathematics)
Complex multiplication
The File
1981
Cyclotomic Fields II (Graduate Texts in Mathematics)
1980
Cyclotomic fields II
1979
Cyclotomic fields
1978
Complex analysis
1977
Introduction to modular forms
1976
Algèbre Linéaire 2
SL₂(R)
1975
SL
Calculus of several variables
1973
Elliptic functions
Differential manifolds
1972
Introduction to algebraic and abelian functions
Basic mathematics
1971
Algebra Rev Ptg (Addison-Wesley series in mathematics)
Introduction to linear algebra
1970
Algebraic number theory
Real Analysis
1969
Analysis II
A First Course in Calculus SECOND EDITION
Analysis I
1968
A complete course in calculus
Analysis 1
Algebraic structures
1967
Introduction to Transcendental Numbers
The Scheer campaign
Linear algebra
1966
Rapport sur la cohomologie des groupes
Introduction to diophantine approximations
Introduction to transcendental numbers
1965
Collected Papers
Algebraic functions
A first course in calculus
1964
A second course in calculus
Algebraic numbers
First Course in Calculus
Diophantine geometry
1962
Introduction to differentiable manifolds
Algebraic functions;
DIOPHANTINE GEOMETRY [Tracts in Pure and Applied Mathematics, Number 11]
Abelian varieties
1959
Introduction to algebraic geometry
1955
Panini découvertes, N 2.03
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