Search results for ANTICYCLOTOMIC p-ADIC L-FUNCTIONS AND ICHINO¢â‚¬â„¢S 2019. 9. 25.¢  ANTICYCLOTOMIC p-ADIC L-FUNCTIONS AND

ANTICYCLOTOMIC p-ADIC L-FUNCTIONS AND ICHINO’S FORMULA DAN J COLLINS Abstract We give a new construction of a p-adic L-function LfΞ for f a holomorphic newform and Ξ…

The p-adic L-functions of an evil Eisenstein Series Joint work with Samit Dasgupta Luminy June 2011 Joël Belläıche June 27 2011 Refinement of a modular form why Let…

RACSAM Rev. R. Acad. Cien. Serie A. Mat. VOL. 101 (1), 2007, pp. 1–32 Algebra / Algebra Artculo panoramico / Survey Bernoulli numbers, Hurwitz numbers, p-adic L-functions

2-ADIC PROPERTIES OF CERTAIN MODULAR FORMS AND THEIR APPLICATIONS TO ARITHMETIC FUNCTIONS KEN ONO AND YUICHIRO TAGUCHI 1 Introduction and Statement of Results Suppose that…

p-adic interpolation of square roots of central values of Hecke L-functions Adriana Sofer Math Department, Princeton University [email protected] March 24, 2000 Contents…

p-adic interpolation of square roots of central values of Hecke L-functions Adriana Sofer Math Department, Princeton University [email protected] March 24, 2000 Contents…

p-adic Banach space representations of p-adic groups Peter Schneider Lectures at Jerusalem March 30 – April 6 2009 1 Part I Background from p-adic functional analysis Throughout…

1 Circuits & 2-adic Integers Digital Synchronous Circuit 2-adic Integers Arithmetic Circuits LHC Application Jean Vuillemin École Normale Supérieure de Paris 2 Synchronous…

1 Circuits 2-adic Integers Digital Synchronous Circuit 2-adic Integers Arithmetic Circuits LHC Application Jean Vuillemin École Normale Supérieure de Paris 2 Synchronous…

()Matteo Longo, Marc-Hubert Nicole Received: October 25, 2012 Communicated by Takeshi Saito Abstract. We generalize the Λ-adic Shintani lifting for GL2(Q) to indefinite

The emerging p-adic Langlands programme Christophe Breuil ∗ Abstract. We give a brief overview of some aspects of the p-adic and modulo p Langlands programmes. Mathematics

ar X iv :1 70 3 09 85 5v 2 m at h A G 1 3 A ug 2 01 9 DERIVED ℓ-ADIC ZETA FUNCTIONS JONATHAN CAMPBELL JESSE WOLFSON AND INNA ZAKHAREVICH Abstract Let K0Vk be the Grothendieck…

KATZ’S p-ADIC MODULAR FORMS ������� � �� ��� 0. Introduction p ����������� . p-adic modular form ����� � , !#%$*!,+-�.…

On the Computation of p-adic Theta Functions arising from the Hurwitz Quaternions Isabella Negrini Under the supervision of Prof. Henri Darmon and Prof. Adrian Iovita July…

Denis Benois P-ADIC HEIGHTS AND p-ADIC HODGE THEORY D Benois Institut de Mathématiques Université de Bordeaux 351 cours de la Libération 33405 Talence FRANCE E-mail :…

Counting `-adic local systems using Arthur’s trace formula Counting `-adic local systems using Arthur’s trace formula Hongjie Yu IST Austria thesis supervised by P.-H.…

Strong local-global compatibility in the p-adic Langlands program for U2 Przemyslaw Chojecki Claus Sorensen April 15, 2014 Abstract For certain mod p Galois representations…

Irrationality of some p-adic L-values Frits Beukers Department of Mathematics University of Utrecht January 23 2007 Abstract We give a proof of the irrationality of the p-adic…

Polar Equations and Graphs Equation of a Circle r=a a is any constant Example: Graph the Circle r = 3 Center at (0, 0) and Radius = 3 Equation of a Line θ=a θ is any angle.…

Relative p-adic Hodge theory II: Imperfect period rings Kiran S Kedlaya and Ruochuan Liu October 21 2019 Abstract In a previous paper we constructed a category of ϕΓ-modules…