文档介绍：LINEAR ALGEBRA
and
PROJECTIVE GEOMETRY
PURE AND APPLIED MATHEMATICS
A Series of Monographs and Textbooks
Edited by
PAULA. SMITHand SAMUELEILENBERG
Columbia University, New York
I : ARNOLDSOMMERFELD. Partial Differential Equations in Physics. 1949 (Lectures
on Theoretical Physics, Volume VI)
I1 : REINHOLDBAER. Linear Algebra and Projective Geometry. 1952
I11 : HERBERTBUSEMANN AND PAULKELLY. Projective Geometry and Projective
Metrics. 1953
IV : STEFANBERCMAN AND M. Functions and Elliptic Differential
Equations in Mathematical Physics. 1953
V : RALPHPHILIP BOAS, JR. Entire Functions. 1954
VI : HERBERTBUSEMANN. The Geometry of Geodesics. 1955
VII : CLAUDECHEVALLEY. Fundamental Concepts of Algebra. 1956
VIII : SZE-TSENHu. Homotopy Theory. 1959
IX: A. of Equations and Systems of Equations. 1960
X : J. DIEUDONN~.Foundations of Modern Analysis. 1960
XI : S. I. and Homology. 1962
XI1 : SIGURDURHELGASON. Differential Geometry and Symmetric Spaces. 1962
XI11 : T. H. to the Theory of Integration. 1963
XIV : SHREERAMABHYANKAR. Local Analytic Geometry. 1964
XV: RICHARDL. BISHOPAND RICHARDJ. of Manifolds. 1964
XVI : STEVENA. Set Topology. 1964
XVII : BARRYMITCHELL. Theory of Categories. 1965
XVIII: ANTHONYP. Theory of Sets. 1965
XIX : GUSTAVECHOQUET. Topology. 1966
XX : Z. I. BOREVICHAND I. R. Theory. 1966
In preparation:
A. M. of Equations and Systems of Equations. Second
Edition.
Josk LUIS MASSERAAND JUAN JORCE Differential Equations
and Function Spaces.
MARTINEICHLER. Introduction to the Theory of Algebraic Numbers and
Functions.
RICHARDD. Introduction to Nonassociative Algebras.
Linear Algebra
and Projective Geometry
BY REINHOLD BAER
Unioersity of Illinois, Urbana. Illinois
I95