Serge Lang
1927 – 2005
100 works on record
Works
21 years of World Cup ski racing
1986
Serge Lang, des jeunes et des maths
1984
Serge Lang fait des maths en public
1984
The file (1977-1979)
1980
A first course in calculus
1978
Algèbre Linéaire 2
1976
Algèbre linéaire I
1976
Introduction to transcendental numbers
1966
A second course in calculus
1964
Cyclotomic fields
A first course in calculus
Le grand livre du Tour de France
El Placer Estetico de Las Matematicas
Complex multiplication
SL2ș(R)
Complex Analysis (Graduate Texts in Mathematics)
Introduction to Modular Forms (Grundlehren Der Mathematischen Wissenschaften, No 222)
Elliptic curves
Diophantine approximations
Cyclotomic Fields I-II (Graduate Texts in Mathematics)
The Scheer campaign
Analysis 1
Frobenius distributions in GL₂-extensions
The file (1977-1979)
Algebraic Number Theory (Addison-Wesley Series in Mathematics)
Cyclotomic fields I and II
Algebraic Number Theory (Graduate Texts in Mathematics)
Differential and Riemannian manifolds
A complete course in calculus
Introduction to complex hyperbolic spaces
Analysis II
Introduction to Arakelov theory
Serge Lang, des jeunes et des maths
Topics in Nevanlinna theory
Analysis I (Addison-Wesley series in mathematics)
The beauty of doing mathematics
Math Talks for Undergraduates
21 years of World Cup ski racing
A First Course in Calculus (Undergraduate Texts in Mathematics)
Diophantine Geometry (Tracts in Pure & Applied Mathematics)
Differential Manifolds (Addison-Wesley Series in Mathematics, 4166)
Introduction to transcendental numbers
SlB2S
Introduccion Al Algebra Lineal
Transzendente Zahlen
Algèbre linéaire
Cyclotomic fields
Le ski
Diophantine geometry
Fundamentals of diophantine geometry
Challenges
Fundamentals of differential geometry
Algebraic numbers
Collected papers
Survey of diophantine geometry
Topics in cohomology of groups
Algebra Rev Ptg (Addison-Wesley series in mathematics)
Serge Lang fait des maths en public
Number theory, analysis and geometry
Algebra lineare
A first course in calculus
Fundamentals of Differential Geometry Graduate Texts in Mathematics
A second course in calculus
Algebra
A complete course in calculus
Algebraic structures
Rapport sur la cohomologie
A first course in calculus
Basic mathematics
A second course in calculus
Introduction to differentiable manifolds
Abelian varieties
Introduction to algebraic geometry
Frobenius Distributions in GL2-Extensions: Distribution of Frobenius Automorphisms in GL2-Extensions of the Rational Numbers (Lecture Notes in Mathematics)
The Beauty of Doing Mathematics: Three Public Dialogues
MATH! Encounters with High School Students
A First Course in Calculus (Undergraduate Texts in Mathematics)
Posn(R) and Eisenstein Series (Lecture Notes in Mathematics Book 1868)
Analyse réelle
The Heat Kernel and Theta Inversion on SL2(C) (Springer Monographs in Mathematics)
A first course in calculus. 3rd ed
Number theory III
Basic mathematics
Calculus of several variables
Introduction to Algebraic and Abelian Functions
The File
Faszination Mathematik
Introduction to Modular Forms
Collected Papers
Real and Functional Analysis
Cyclotomic Fields I and II
Collected Papers II
Algebra
A First Course in Calculus
Collected Papers IV
Introduction to Complex Hyperbolic Spaces
Collected Papers III
SL<Subscript>2</Subscript>
Collected Papers V
Undergraduate Algebra