图书简介

Use of Resultants and Approximate Roots for Doing the Jacobian Problem (S S Abhyankar); Monodromy of Principal Bundles (I Biswas & A J Parameswaran); Oligomorphic Permutation Groups (P J Cameron); Descriptive Set Theory and the Geometry of Banach Spaces (G Godefroy); Multiplicity-Free Homogeneous Operators in the Cowen?Douglas Class (A Kor醤yi & G Misra); The Standard Conjectures on Algebraic Cycles (M S Narasimhan); On the Classification of Binary Shifts on the Hyperfinite II1 Factor (G L Price); Symmetric and Quasi-Symmetric Designs and Strongly Regular Graphs (S S Sane); Perturbation Determinant, Krein?s Shift Function and Index Theorem (K B Sinha); Zero Cycles and Complete Intersection Points on Affine Varieties (V Srinivas); Root Numbers and Rational Points on Elliptic Curves (R Sujatha); von Neumann Algebras and Ergodic Theory (V S Sunder); Gutzmer?s Formula and the Segal?Bargmann Transform (S Thangavelu); Finite Translation Generalized Quadrangles (J A Thas); Super Geometry as the Basis for Super Symmetry (V S Varadarajan).

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