Perspectives in Mathematical Sciences: Pure mathematics

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