PERSPECTIVES IN MATHEMATICAL SCIENCES II<br> Pure Mathematics

PERSPECTIVES IN MATHEMATICAL SCIENCES II
Pure Mathematics

CONTENTS


FRONT MATTER	i
Use of Resultants and Approximate Roots for Doing the Jacobian Problem Shreeram S. Abhyankar	1
Monodromy of Principal Bundles Indranil Biswas and A. J. Parameswaran	17
Oligomorphic Permutation Groups Peter J. Cameron	37
Descriptive Set Theory and the Geometry of Banach Spaces Gilles Godefroy	63
Multiplicity-Free Homogeneous Operators in the Cowen-Douglas Class Adam Korányi and Gadadhar Misra	83
The Standard Conjectures on Algebraic Cycles M. S. Narasimhan	103
On the Classification of Binary Shifts on the Hyperfinite II₁ Factor Geoffrey L. Price	111
Symmetric and Quasi-Symmetric Designs and Strongly Regular Graphs Sharad S. Sane	137
Perturbation Determinant, Krein's Shift Function and Index Theorem Kalyan B. Sinha	157
Zero Cycles and Complete Intersection Points on Affine Varieties V. Srinivas	173
Root Numbers and Rational Points on Elliptic Curves R. Sujatha	185
von Neumann Algebras and Ergodic Theory V. S. Sunder	199
Gutzmer's Formula and the Segal-Bargmann Transform S. Thangavelu	209
Finite Translation Generalized Quadrangles J. A. Thas	223
Super Geometry as the Basis for Super Symmetry V. S. Varadarajan	247
BACK MATTER	263
Back