Fix a residual ordinary representation :GF→GLn(k) of the absolute Galois group of a number field F. Generalizing work of Greenberg–Vatsal and Emerton–Pollack–Weston, we show that the Iwasawa invariants of Selmer groups of deformations of depends only on and the ramification of the deformation
In this thesis we study a paper by Barry Mazur ([11]) about deforming Galois representations. In par...
Let $\rho$ be the $p$-adic Galois representation attached to a cuspidal, regular algebraic automorph...
AbstractGiven a Zp-extension of number fields K∞/K and a GK-module A which is cofree as a Zp-module,...
Fix a residual ordinary representation :GF→GLn(k) of the absolute Galois group of a number field F....
Fix a residual ordinary representation :GF→GLn(k) of the absolute Galois group of a number field F....
Fix a residual ordinary representation :GF→GLn(k) of the absolute Galois group of a number field F....
AbstractIn this paper, we study the fine Selmer group of p-adic Galois representations and their def...
AbstractFor an ordinary prime p⩾3, we consider the Hida family associated to modular forms of a fixe...
We compare the Iwasawa invariants of fine Selmer groups of $p$-adic Galois representations over admi...
AbstractIn this paper, we give a formula to compare the algebraic p-adic L-functions for two differe...
A result due to R. Greenberg gives a relation between the cardinality of Selmer groups of elliptic c...
AbstractWe give sufficient conditions for the Selmer group of a p-adic deformation of a motive over ...
AbstractWe give a new, somewhat elementary method for proving parity results about Iwasawa-theoretic...
Soit F un corps de nombres non-ramifié en un nombre premier impair p. Soit F∞) la Zp-extension cyclo...
Let $\ell$ and $p$ be distinct primes, $F$ an $\ell$-adic field with absolute Galois group $\Gamma_F...
In this thesis we study a paper by Barry Mazur ([11]) about deforming Galois representations. In par...
Let $\rho$ be the $p$-adic Galois representation attached to a cuspidal, regular algebraic automorph...
AbstractGiven a Zp-extension of number fields K∞/K and a GK-module A which is cofree as a Zp-module,...
Fix a residual ordinary representation :GF→GLn(k) of the absolute Galois group of a number field F....
Fix a residual ordinary representation :GF→GLn(k) of the absolute Galois group of a number field F....
Fix a residual ordinary representation :GF→GLn(k) of the absolute Galois group of a number field F....
AbstractIn this paper, we study the fine Selmer group of p-adic Galois representations and their def...
AbstractFor an ordinary prime p⩾3, we consider the Hida family associated to modular forms of a fixe...
We compare the Iwasawa invariants of fine Selmer groups of $p$-adic Galois representations over admi...
AbstractIn this paper, we give a formula to compare the algebraic p-adic L-functions for two differe...
A result due to R. Greenberg gives a relation between the cardinality of Selmer groups of elliptic c...
AbstractWe give sufficient conditions for the Selmer group of a p-adic deformation of a motive over ...
AbstractWe give a new, somewhat elementary method for proving parity results about Iwasawa-theoretic...
Soit F un corps de nombres non-ramifié en un nombre premier impair p. Soit F∞) la Zp-extension cyclo...
Let $\ell$ and $p$ be distinct primes, $F$ an $\ell$-adic field with absolute Galois group $\Gamma_F...
In this thesis we study a paper by Barry Mazur ([11]) about deforming Galois representations. In par...
Let $\rho$ be the $p$-adic Galois representation attached to a cuspidal, regular algebraic automorph...
AbstractGiven a Zp-extension of number fields K∞/K and a GK-module A which is cofree as a Zp-module,...
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