Overview

Serge Lang is one of the top mathematicians of our time. Being an excellent writer, Lang has made innumerable contributions in diverse fields in mathematics and they are invaluable. He was honored with the Cole Prize by the American Mathematical Society as well as with the Prix Carriere by the French Academy of Sciences. In these four volumes 83 of his research papers are collected. They range over a variety of topics and will be of interest to many readers.

Full Product Details

Author:   Serge Lang
Publisher:   Springer-Verlag New York Inc.
Imprint:   Springer-Verlag New York Inc.
Edition:   2000. Reprint 2013 of the 2000 edition
Dimensions:   Width: 15.50cm , Height: 2.80cm , Length: 23.50cm
Weight:   0.836kg
ISBN:  

9781461461364

ISBN 10:   1461461367
Pages:   525
Publication Date:   29 May 2013
Audience:   Professional and scholarly ,  Professional & Vocational
Format:   Paperback
Publisher's Status:   Active
Availability:   Manufactured on demand  
We will order this item for you from a manufactured on demand supplier.
Language:   English & French

Table of Contents

[1952a] On Quasi Algebraic Closure.- [1952b] Hilbert’s Nullstellensatz in Infinite Dimensional Space.- [1952c] On Chevalley’s Proof of Luroth’s Theorem (with J. Tate).- [1953] The Theory of Real Places.- [1954a] Some Applications of the Local Uniformization Theorem.- [1954b] Number of Points of Varieties in Finite Fields (with A. Weil).- [1955] Abelian Varieties over Finite Fields.- [1956a] Unramified Class Field Theory over Function Fields in Several Variables.- [1956b] On the Lefschetz Principle.- [1956c] L-Series of a Covering.- [1956d] Sur les Séries L d’une Variété algébrique.- [1956e] Algebraic Groups over Finite Fields.- [1957a] Sur les Revêtements non-ramifiés des Variétés algébriques (with J.-P. Serre).- [1957b] On the Birational Equivalence of Curves under Specialization (with W.-L. Chow).- [1957c] Divisors and Endomorphisms on Abelian Varieties.- [1958a] Reciprocity and Correspondences.- [1958b] Principal Homogeneous Spaces over Abelian Varieties (with J. Tate).- [1958c] Algebraic Groups and the Galois Theory of Differential Fields (with E. Kolchin).- [1959a] Rational Points of Abelian Varieties over Function Fields (with A. Néron).- [1960a] Existence of Invariant Bases (with E. Kolchin).- [1960b] Integral Points on Curves.- [1960c] Some Theorems and Conjectures in Diophantine Equations.- [1960d] On a Theorem of Mahler.- [1961] Review of Eléments de Géometrie algébrique (A. Grothendieck).- [1962a] A Transcendence Measure for E-functions.- [1962b] Transcendental Points on Group Varieties.- [1962c] Fonctions implicites et Plongements Riemanniens.- [1964a] Diophantine Approximation on Toruses.- [1965a] Report on Diophantine Approximations.- [1965b] Division Points on Curves.- [1965c] Algebraic Values of Meromorphic Functions.- [1965d] Asymptotic Approximation to Quadratic Irrationalities I.- [1965e] Asymptotic Approximation to Quadratic Irrationalities II.- [1965f] Some Computations in Diophantine Approximation (with W. Adams).- [1966a] Algebraic Values of Meromorphic Functions II.- [1966b] Asymptotic Diophantine Approximations.- [1966c] Introduction to Transcendental Numbers.- [1970a] Analytic Subgroups of Group Varieties (with E. Bombieri).- [1970b] Review of Diophantine Equations (L.J. Mordell).

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