Hilbert Modular Varieties - an p-adic Hilbert modular forms One can develop a theory of p-adic Hilbert Documents

· P-ADIC HEIGHTS AND p-ADIC HODGE THEORY Denis Benois Abstract. — Using the theory of (j;G)-modules and the formalism of Selmer com-plexes we construct the p-adic height pairing Documents

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 :…

Espacios de Hilbert con NR (Exp) Documents

Tesis Profesional Espacios de Hilbert con nu´cleo reproductivo 1 ♠ Espacios de Hilbert ‡Producto interior. Sea (H, •,+) un espacio vectorial sobre el campo F(= R o´…

HILBERT C -MODULES OVER -ALGEBRAS · 2020-03-05 · Hilbert C-modules (also called Hilbert modules, and which we simply call C-modules) are simultaneous generalizations of C-algebras, Documents

HILBERT C∗-MODULES OVER Σ∗-ALGEBRAS A Dissertation Presented to the Faculty of the Department of Mathematics University of Houston In Partial Fulfillment of the Requirements…

On L-invariants associated to Hilbert modular formsmspiess/Preprints/Linv2.pdf · admissible O[T]-modules will be denoted by Mod$ adm O (T). It is an abelian category. We recall also Documents

On L -invariants associated to Hilbert modular forms By Michael Spieß May 25, 2020 Abstract Given a cuspidal Hilbert modular eigenform π of parallel weight 2 and a nonarchimedian…

DASAR-DASAR TEORI RUANG HILBERT · DASAR-DASAR TEORI RUANG HILBERT Herry P. Suryawan 1 Geometri Ruang Hilbert Deﬁnisi 1.1 Ruang vektor V atas lapangan K 2fR,Cgdisebut ruang hasilkali Documents

DASAR-DASAR TEORI RUANG HILBERT Herry P. Suryawan 1 Geometri Ruang Hilbert Definisi 1.1 Ruang vektor V atas lapangan K ∈ {R, C} disebut ruang hasilkali dalam jika ada fungsi…

ON THE LIFTING OF HILBERT CUSP FORMS TO HILBERT-SIEGEL ...syamana.sub.jp/Lifting.pdf · 5. Hilbert-Siegel cusp forms of half-integral weight 20 6. Main theorem 24 7. Fourier-Jacobi Documents

ON THE LIFTING OF HILBERT CUSP FORMS TO HILBERT-SIEGEL CUSP FORMS TAMOTSU IKEDA AND SHUNSUKE YAMANA Abstract Starting from a Hilbert cusp form of weight 2κ we will construct…

[Tutorial] Modular Forms - PARI/GP · Modular forms attached toHecke characterson imaginary and real quadratic ﬁelds. Modular forms associated toelliptic curvesby Wiles’s modularity Documents

Tutorial Modular Forms Henri Cohen January 16, 2018 Henri Cohen Tutorial Modular Forms Theory I: Modularity A modular form is a function F from the upper half-plane H = {τ…

LOWER BOUND OF THE PARABOLIC HILBERT COMMUTATOR Documents

TUOMAS OIKARI ABSTRACT. Answering a key point left open in the recent work of Bongers, Guo, Li and Wick [2], we provide the lower bound bBMOγ(R2) . [b,Hγ ]Lp(R2)→Lp(R2),

Hilbert C*-modules in harmonic analysis - Nordfjordeid 2019 · Hilbert C*-modules Deﬁnition Let A be a unital C*-algebra. A left Hilbert A-module is a left A-module Etogether with Documents

Hilbert C*-modules in harmonic analysis Nordfjordeid 2019 Ulrik Enstad 4th July 2019 Hilbert C*-modules Definition Let A be a unital C*-algebra A left Hilbert A-module is…

Hodge theory for C -Hilbert bundles - Univerzita Karlovakrysl/Warsaw_2013.pdf · Pre-Hilbert C -modules Homomorphisms L : U !V;pre-Hilbert A-modules U;V - a 2A u 2U;L(a:u) = a:L(u) Documents

Hodge theory for C ∗-Hilbert bundles Svatopluk Krýsl Mathematical Institute Charles University in Prague Warsaw Banach Center October 2013 Symplectic linear algebra Symplectic…

MODULAR ARCHITECTURE BY R - Tehnix Documents

RMODULAR ARCHITECTURE BY FLEXIBEL, FAST, EFFICIENT qp(z) = 1,725 x 0,32 = 0,55 kN/m2 Φ = Φ0 x αh x αm Φ = 1/200 x 0, 64 x 0,86 = 1 / 363 ΔHi

Counting -adic local systems using Arthur's trace formula · Counting ‘-adic local systems using Arthur’s trace formula Arithmetic Ø Geometry X 0 projective, smooth, and geometrically Documents

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.…

ANTICYCLOTOMIC p-ADIC L-FUNCTIONS AND ICHINO’S FORMULA · 2019. 9. 25. · ANTICYCLOTOMIC p-ADIC L-FUNCTIONS AND ICHINO’S FORMULA DANJ.COLLINS Abstract. Wegiveanewconstructionofap-adicL-functionL(f;) Documents

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…

Hodge theory for C -Hilbert bundleskrysl/Warsaw_2013.pdf · Pre-Hilbert C -modules Homomorphisms L : U !V;pre-Hilbert A-modules U;V - a 2A u 2U;L(a:u) = a:L(u) and continuous with Documents

Hodge theory for C ∗-Hilbert bundles Svatopluk Krýsl Mathematical Institute, Charles University in Prague Warsaw, Banach Center, October 2013 Symplectic linear algebra…

Existence and non-existence of ergodic Hilbert transform ... Documents

Existence and non-existence of ergodic Hilbert transform for admissible processesDogan Comez Sketch of the proof eHt along moving averages sequences Set up Dirichlet problem

Manifolds of Hilbert space projections - Lancaster EPrintseprints.lancs.ac.uk/26716/2/ssmanifld.pdf · MANIFOLDS OF HILBERT SPACE PROJECTIONS 3 ... Alfonso Montes Rodriguez and Donald Documents

MANIFOLDS OF HILBERT SPACE PROJECTIONS R. H. LEVENE AND S. C. POWER Abstract. The Hardy space H2(R) for the upper half plane to- gether with a multiplicative group of unimodular…

Strong local-global compatibility in the p-adic …csorense/LGC_strong.pdfStrong local-global compatibility in the p-adic Langlands program for U(2) Przemyslaw Chojecki Claus Sorensen Documents

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 - Universiteit Utrechtbeuke106/padicL.pdf · 2007-08-29 · Irrationality of some p-adic L-values Frits Beukers Department of Mathematics, University Documents

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…

The p-adic L-functions of an evil Eisenstein Seriespeople.brandeis.edu/~jbellaic/evllEisensteinbeamer2.pdfThe p-adic L-functions of an evil Eisenstein Series Joint work with Samit Documents

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…

Renormalization and the Riemann-Hilbert …marcolli/KITPslides.pdfRenormalization and the Riemann-Hilbert correspondence (AC–MM) Tannakian formalism Abelian category C: •HomC(X,Y Documents

Renormalization and the Riemann-Hilbert correspondence Alain Connes and Matilde Marcolli Santa Barbara, November 2005 Commutative Hopf algebras and affine group schemes k…

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