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pspum9-frnt.pdf
Frontmatter
Title
Copyright
Foreword
Contents
pspum9-ptI.pdf
I. Algebraic Groups, Arithmetic Groups
Linear Algebraic Groups by A. Borel
Reduction Theory for Arithmetic Groups by A. Borel
Rationality Properties of Linear Algebraic Groups by A. Borel and T. A. Springer
Classification of Algebraic Semisimple Groups by J. Tits
$\mathfrak {p}$-adic Groups by F. Bruhat
Generalized Tits System (Bruhat Decomposition)....by N. Iwahori
On Rational Points on Projective Varieties....by T. Tamagawa
Groups over $Z$ by B. Kostant
Subgroups of Finite Index in Certain Arithmetic Groups by H. Matsumoto
The Problem of the Maximality of Arithmetic Groups by N. D. Allan
pspum9-ptII.pdf
II. Arithmetic Properties of Algebraic Groups. Adele Groups
Adeles by T. Tamagawa
On Tamagawa Numbers by T. Ono
The Siegel Formula for Orthogonal Groups. I by J.G.M. Mars
The Siegel Formula for Orthogonal Groups. II by J.G.M. Mars
The Volume of the Fundamental Domain....by R.P. Langlands
Galois Cohomology of Linear Algebraic Groups by T.A. Springer
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