Results 111 to 120 of about 292 (134)
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Topics in anticyclotomic Iwasawa theory
Let p ≥ 5 be a prime and E/ℚ be an elliptic curve of conductor N that is ordinary at p. Let K/ℚ be an imaginary quadratic field. This thesis is concerned with the dual Selmer group of E over the anticyclotomic extension of K, especially when p is split in K and K satisfies the Heegner hypothesis for E: every prime ℓ dividing N is split in K/ℚ.openaire +1 more source
1978
Iwasawa [Iw 8], [Iw 10] developed a theory of local units analogous to the global theory, taking projective limits, especially in the cyclotomic tower, and getting the structure of this projective limit modulo the closure of the cyclotomic units. He considers eigenspaces for the characters of Gal(K0/Q p ) where K0 = Q p (ζ) with a primitive pth root of
openaire +1 more source
Iwasawa [Iw 8], [Iw 10] developed a theory of local units analogous to the global theory, taking projective limits, especially in the cyclotomic tower, and getting the structure of this projective limit modulo the closure of the cyclotomic units. He considers eigenspaces for the characters of Gal(K0/Q p ) where K0 = Q p (ζ) with a primitive pth root of
openaire +1 more source
Arithmetic statistics for the fine Selmer group in Iwasawa theory
Research in Number Theory, 2023Anwesh Ray, R Sujatha, Ray Anwesh
exaly
Fitting Ideals in Two-variable Equivariant Iwasawa Theory and an Application to CM Elliptic Curves
Tokyo Journal of Mathematics, 2022Takenori Kataoka
exaly
The ?main conjectures? of iwasawa theory for imaginary quadratic fields
Inventiones Mathematicae, 1991Karl Rubin, Rubin Karl
exaly
Erratum to: Modular Symbols in Iwasawa Theory
Contributions in Mathematical and Computational Sciences, 2014Romyar Sharifi
exaly