Bhaskaracharya Pratishthana (BP)
An Educational & Research Institute
Reg. No. MAH/1127/(POONA)(F-967)
(
Bhaskaracharya Institute of Mathematics)
Cyclotomic Fields and Related Topics
...
Cyclotomic Fields and Related Topics
Proceedings of the
Summer school on Cyclotomic Fields, June, 1999.
Editors
:
S. D. Adhikari, H. R. I. (M.R.I.), Allhabad, India
S. A. Katre, Mathematics Dept., Pune University, Pune, India.
Dinesh Thakur, University of Arizona , U.S.A.
List of Articles
:
Introduction:
Dinesh S. Thakur
Abelian Kummer Theory:
M. J. Narlikar
Introduction to Number Fields:
B.Sury
Quadratic and Cyclotomic fields:
Dinesh S. Thakur
Absolute Values and Completions:
B.Sury
The Early Reciprocity Laws: From Gauss to Eisenstein:
Sukumar Das Adhikari
Gauss-Jacobi Sums and Stickelberger's Theorem:
S. A. Katre
An Introduction to L-functions:
Ravi Raghunathan
On the theorem Hasse-Minkowski:
R. Sridharan
The Kronecker-Weber Theorem:
Eknath Ghate
Kronecker-Weber via Ramification Theory:
Sharad V. Kanetkar
Stickelberger Revisited:
C. S. Yogananda
Index of the Stickelberger Ideal and a Reflection Theorem:
R. Sujatha
Fermat's last theorem for regular primes:
Dinesh S. Thakur
Reciprocity Laws:
Parvati Shastri
Main Conjecture of Iwasawa Theory:
C. S. Rajan
A Brief Introduction to Modular Form:
B. Ramakrishnan
Elliptic curves, Serre's Conjecture and Fermat's Last Theorem:
Kirti Joshi
Notes on Ribet's Converse to Herbrand:
Chandrashekhar Khare
Vandiver's Conjecture via K-theory:
Eknath Ghate
A `universal' Torsor for a Finite Group:
Nitin Nitsure
On the Coefficients of Cyclotomic Polynomials:
R. Thangadurai
Overview and Interconnections:
Dinesh S. Thakur
