<--- Back to Details
| First Page | Document Content | |
|---|---|---|
 Date: 2006-11-21 15:14:31Algebraic number theory Galois theory Class field theory Field theory Cyclotomic fields Algebraic number field Main conjecture of Iwasawa theory Selmer group Iwasawa theory Galois module Splitting of prime ideals in Galois extensions Local class field theory |
Add to Reading List |
615 Documenta Math. Kida’s Formula and Congruences To John Coates, for his 60th birthday![A DERIVATIVE OF IWASAWA POWER SERIES HAE-SANG SUN Abstract. We extend the result of Angl`es [1], namely f (T ; θ) ≡ 0 ( mod p) d for the Iwasawa power series f (T ; θ) ∈ p [[T −1]]. For the derivative D = T dT](https://www.pdfsearch.io/img/011f0a4e62bb8ff2aaec8dc276cdbdf1.jpg "A DERIVATIVE OF IWASAWA POWER SERIES HAE-SANG SUN Abstract. We extend the result of Angl`es [1], namely f (T ; θ) ≡ 0 ( mod p) d for the Iwasawa power series f (T ; θ) ∈ p [[T −1]]. For the derivative D = T dT") | A DERIVATIVE OF IWASAWA POWER SERIES HAE-SANG SUN Abstract. We extend the result of Angl`es [1], namely f (T ; θ) ≡ 0 ( mod p) d for the Iwasawa power series f (T ; θ) ∈ p [[T −1]]. For the derivative D = T dTDocID: 1rnA0 - View Document |
 | 157 Documenta Math. Equivariant Weierstrass Preparation and Values of L-functions at Negative IntegersDocID: 1rflD - View Document |
 | 273 Doc. Math. J. DMV Global Quadratic Units and Hecke Algebras Haruzo Hida1DocID: 1qWxF - View Document |
 | 1 Elements of large order in finite fields Felipe Voloch University of Texas at AustinDocID: 1qUi6 - View Document |
 | 273 Doc. Math. J. DMV Global Quadratic Units and Hecke Algebras Haruzo Hida1DocID: 1qQrp - View Document |