Perspectives in Mathematical Sci II.(V8)

Perspectives in Mathematical Sci II.(V8)1. Use of resultants and approximate roots for doing the Jacobian problem S. S. Abhyankar 2. Monodromy of principal bundles I. Biswas and A. J. Parameswaran 3. Oligomorphic permutation groups P. J. Cameron 4. Descriptive set theory and the geometry of Banach spaces G. Godefroy 5. Multiplicity free homogeneous operators in the Cowen Douglas class A. Kornyi and G. Misra 6. The standard conjectures on algebraic cycles M. S. Narasimhan 7. On the

1. Use of resultants and approximate roots for doing the Jacobian problem / S.S. Abhyankar -- 2. Monodromy of principal bundles / I. Biswas and A.J. Parameswaran -- 3. Oligomorphic permutation groups / P.J. Cameron -- 4. Descriptive set theory and the geometry of Banach spaces / G. Godefroy -- 5. Multiplicity-free homogeneous operators in the Cowen-Douglas class / A. Korányi and G. Misra -- 6. The standard conjectures on algebraic cycles / M.S. Narasimhan -- 7. On the classification of binary shifts on the hyperfinite II[symbol] factor / G.L. Price -- 8. Symmetric and quasi-symmetric designs and strongly regular graphs / S.S. Sane -- 9. Perturbation determinant, Krein's shift function and index theorem / K.B. Sinha -- 10. Zero cycles and complete intersection points on affine varieties / V. Srinivas -- 11. Root numbers and rational points on elliptic curves / R. Sujatha -- 12. von Neumann algebras and ergodic theory / V.S. Sunder -- 13. Gutzmer's formula and the Segal-Bargmann transform / S. Thangavelu -- 14. Finite translation generalized quadrangles / J.A. Thas -- 15. Super geometry as the basis for super symmetry / V.S. Varadarajan