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Person
ISNI: 
0000 0001 2032 2910
Name: 
Lang, S.
Lang, Serge
Lang, Serge A.
Lang, Serzh
Lang-Trotter, ..
Leng, S.
Leng, Serž
Ленг, С
Ленг, Серж
ラング, S
ラング, サージ
Dates: 
1927-2005
Creation class: 
article
cre
Language material
Text
Creation role: 
author
contributor
creator
editor
redactor
Related names: 
Bittner, Ryszard (1927-1998))
Cherry, William (1966-)
Goldfeld, Dorian (21.01.1947-)
Jorgenson, Jay (1963-)
Katayama, Kōji (1932-)
Kubert, Daniel S.
Matsuzaka, Kazuo (1927-)
Murrow, Gene
Tate, John Torrence (1925-)
Trotter, Halle
Yale University Affiliation (see also from)
Степанов, С. А.
Степанов, Сергей Алексеевич
松坂, 和夫 (1927-)
片山, 孝次 (1932-)
Titles: 
Abelian varieties
Algebra
Algebraic functions; 1964 lectures delivered at Columbia University.
Algebraic number theory
Algebraic numbers.
Algebraic structures.
Algèbre linéaire...
Analysis I.
Analysis II.
Basic analysis of regularized series and products
Basic mathematics
beauty of doing mathematics three public dialogues, The
Calculus of several variables
Challenges
Collected papers of Emil Artin. Edited by Serge Lang,... John T. Tate,..., The
complete course in calculus., A
Complex analysis
Complex multipl., c1983:
Complex multiplication
Cyclotomic fields I and II
Differential and Riemannian manifolds
Diophantine geometry
Elliptic curves, diophantine analysis
Elliptic functions
Èlliptičeskie funkcii
Explicit formulas for regularized products and series
Faszination Mathematik ein Wissenschaftler stellt sich der Öffentlichkeit
file case study in correction (1977-1979), The
first course in calculus., A
Frobenius distributions in GL₂-extensions : distribution of Frobenius automorphisms in GL₂-extensions of the rational numbers
Frobenius distributions in GL2-extensions : distributions of Frobenius automorphisms in GL2-extensions of the rational numbers
Fundamentals of differential geometry...
Fundamentals of diophantine geometry
Geometry : a high school course
Heat Eisenstein series on SLn(C)
heat kernel and theta inversion on SL₂(C), The
Integral points on curves
Introduction aux variétés différentiables
Introduction to algebraic and abelian functions
Introduction to algebraic geometry.
Introduction to Arakelov theory
Introduction to complex hyperbolic spaces
Introduction to differentiable manifold.
Introduction to differentiable manifolds
Introduction to diophantine approximations.
Introduction to linear algebra.
Introduction to modular form : with 9 figures
Introduction to modular forms
Introduction to transcendental numbers.
Kaiseki nyūmon.
Linear algebra
Math! encounters with high school students
Math talks for undergraduates
Mathe! : Begegnungen eines Wissenschaftlers mit Schuelern
Modular units
Number theory, analysis and geometry : in memory of Serge Lang
Number theory III : diophantine geometry
Osnovy diofantovoj geometrii
Pos[subscript n](R) and Eisenstein series
Posn(R) and Eisenstein series
Professors: A Survey of a Survey, The
Rangu gendai bisekibungaku
Rangu senkei daisūgaku.
Rapport sur la cohomologie des groupes
Real and functional analysis
Riemann-Roch algebra
Riemann-Roch algebras
Sammlung
Scheer campaign., The
second course in calculus., A
Serge Lang, des jeunes et des maths un chercheur rencontre des collégiens
Serge Lang fait des maths en public. Date. Born in Paris. Lives in United States of America.
Short calculus the original edition of "A first course in calculus"
SL(R)
SL2 (R)
Spherical inversion on SLn(R)
Sūgaku no utsukushisa o taikenshiyō
Survey of diophantine geometry
Teorija čisel
Topics in cohomology of groups
Topics in Nevanlinna theory
Transzendente Zahlen Gastvorlesung
Undergraduate algebra
Undergraduate analysis
Vvedenie v teoriju differenciruenych mnogoobrazij
Vvedenie v teoriû modulârnyh form
Vvedenije v teoriju moduljarnych form
Алгебра, 1968:
Введение в теорию дифференцируемых многообразий
ラング線形代数学.
解析入門.
Contributed to or performed: 
GRADUATE TEXTS IN MATHEMATICS
Notes: 
Sources: 
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