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1 Operatori negli spazi di Hilbert 1.1 Operatori lineari in spazi normati Definizione 1 Una mappa lineare (operatore) tra spazi normati f : X → Y è una mappa che preserva…
ar X iv :m at h 05 05 17 7v 2 m at h. N T 1 8 M ay 2 00 5 TWISTED BORCHERDS PRODUCTS ON HILBERT MODULAR SURFACES AND THEIR CM VALUES JAN HENDRIK BRUINIER AND TONGHAI YANG…
Level raising and anticyclotomic Selmer groups for Hilbert modular forms of weight two Jan Nekovář 0. Introduction 0.0. Convention. A ’character’ always means a continuous…
Carleson Measures for Hilbert Spaces of Analytic Functions Brett D Wick Georgia Institute of Technology School of Mathematics Harmonic Analysis Probability and Applications:…
Hilbert modular forms and the Gross–Stark conjecture Samit Dasgupta Henri Darmon Robert Pollack March 25, 2009 Abstract Let F be a totally real field and χ an abelian…
Page 1 An introduction to the Riemann-Hilbert Correspondence for Unit F -Crystals Matthew Emerton and Mark Kisin In memory of Bernie Dwork Introduction Let X be a smooth…
A RIEMANN–HILBERT APPROACH FOR THE DEGASPERIS–PROCESI EQUATION ANNE BOUTET DE MONVEL∗ AND DMITRY SHEPELSKY† Abstract We present an inverse scattering transform approach…
Hilbert and Fourier analysis C8 M Delbracio G Facciolo 1 47 Today’s topics I Distributions Theory I Summary from previous lecture I Periodic Sobolev Spaces I Poisson Laplace…
THE BELL SYSTEM TECHNICAL JOURNAL DEVOTED TO THK SCIENTIFIC AND ENC.INEERINC. ASPECTS OK ELECTRICAL COMMUNICATION Volume 56 April 1977 Number 4 Cupyriflht c 1977 Anirrunn…
FIXED POINTS FOR BOUNDED ORBITS IN HILBERT SPACES by Maxime Gheysens and Nicolas Monod Abstract. � Consider the following property of a topological group G: every con-…
Kolmogorov equations in Hilbert spaces 1 March 18, 2010 Kolmogorov equations in Hilbert spaces 1 We are concerned with a Kolmogorov operator in a separable Hilbert space…
COXETER GROUP IN HILBERT GEOMETRY LUDOVIC MARQUIS ABSTRACT A theorem of Tits - Vinberg allows to build an action of a Coxeter group Γ on a properly convex open set Ω of…
Gamma-convergence of gradient flows on Hilbert and metric spaces and applications Sylvia Serfaty July 12 2010 Abstract We are concerned with Γ-convergence of gradient flows…
Algebra i analiz St Petersburg Math J Tom 15 2003 vyp 3 Vol 15 2004 No 3 Pages 323–373 S 1061-00220400812-X Article electronically published on April 2 2004 SPECTRAL THEORY…
De�nition of model Finite size physics Numerics and data evaluation Results Truncated Hilbert Space Approach for the 1+1D ϕ4 theory Supervisor: Zoltán Bajnok Márton…
ESAIM: COCV ESAIM: Control, Optimisation and Calculus of Variations July 2006, Vol. 12, 564–614 www.edpsciences.orgcocv DOI: 10.1051cocv:2006013 GRADIENT FLOWS OF NON CONVEX…
HILBERT MODULAR FORMS: MOD P AND P-ADIC ASPECTS F ANDREATTA AND E Z GOREN ABSTRACT We study Hilbert modular forms in characteristic p and over p- adic rings In the characteristic…
INTRODUCTION TO ALGEBRAIC GEOMETRY STEVEN DALE CUTKOSKY Throughout these notes all rings will be commutative with identity k will be an alge- braically closed field 1 Preliminaries…
Α Ι γΑ Ι Α κ έ ς ς π ουδ έ ς A E G E A N ST U D I E S N o 1 - 2 0 1 6 5 7 - 8 1 57 Α Ι γΑ Ι Α κ έ ς ς π ουδ έ ς A e g e A N s t u d i e s…
ar X iv :m at h/ 05 04 07 1v 1 [ m at h. FA ] 5 A pr 2 00 5 Reproducing kernel Hilbert spaces and Mercer theorem C. Carmeli∗, E. De Vito†, A. Toigo‡, 1st February 2008…