Lectures on Linear Groups, Issue 22

Front Cover
American Mathematical Soc., 1974 - Mathematics - 87 pages
 

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Contents

INTRODUCTION
2
GENERATION THEOREMS
14
STRUCTURE THEORY
20
COLLINEAR TRANSFORMATIONS AND PROJECTIVE GEOMETRY
28
THE ISOMORPHISMS OF LINEAR GROUPS
40
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Page i - ... homotopy theory 6. Walter Rudin: Lectures on the edge-of-the-wedge theorem 7. Yozo Matsushima: Holomorphic vector fields on compact Kahler manifolds 8. Peter Hilton: Lectures in homological algebra 9. IN Herstein: Notes from a ring theory conference 10. Branko Grunbaum: Arrangements and spreads 11. Irving Glicksberg: Recent results on function algebras 12. Barbara L. Osofsky: Homological dimensions of modules 13. Michael Rabin: Automata on infinite objects and Church
Page vii - I found it possible to extend the known theory from groups of linear transformations to groups of collinear transformations, and also to improve the isomorphism theory from dimensions > 5 to dimensions > 3.
Page vii - PSLn(o)2'PSLnl(ol)*=*n = nl and 0 = 0, for dimensions > 3. The theory that follows is typical of much of the research of the last decade on the isomorphisms of the classical groups over rings.
Page i - Differential games 19. BÍla Sz.-Nagy: Unitary dilations of Hubert space operators and related topics 20.

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