7 Questions 1 Answers 0 Followers
Questions related from Anwesh Ray
more specifically, is there an analogue of Poitou Tate for finite extensions of Qp(X1,...,Xs) ?
06 June 2017 1,546 3 View
Galois representations had been associated to cusp forms over modular curves for the full modular group (the work of Deligne and the Eichler-Shimura construction) for any weight >=2,...
03 March 2017 3,020 1 View
Let K be a finite extension of Qp and M be a finite Z/pn[GK] module which is the generic fiber of a finite flat OK group-scheme M', how can one show that the crystalline cohomology group...
07 July 2016 510 0 View
Let X be a smooth curve over k, S a noetherian scheme over k, F a vector bundle on X\times_k S, L a line bundle X\times_k S which is the pullback of a line bundle on X. The theta function...
06 June 2016 3,121 2 View
Let E, K be a finite extensions of Q_p and V a finite dimensional E vector space which is also a potentially semistable G_K module (that is, V is semistable over a finite extension of K). Let K'...
06 June 2016 2,894 1 View
Let G be a reductive group over k, X a connected projective curve over k. Associate to a scheme S over a field k the set M_{G,X}(S) of isomorphism classes of G bundles on S\times X, this defines a...
05 May 2016 6,155 0 View
We consider the l adic representation of a number field K constructed from an elliptic curve E over K with given rational point 0. So this is basically the natural representation R:Gal(Q^{alg}/K)...
09 September 2015 8,627 1 View