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

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

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…

Principal Bundles Day 5: Vector Bundles Bradley Zykoski June 19, 2020 Bradley Zykoski Vector Bundles June 19, 2020 1 9 Course summary Today is the last day! Let’s summarize…

Theory of Computation 6 Homomorphisms Frank Stephan Department of Computer Science Department of Mathematics National University of Singapore fstephan@comp.nus.edu.sg Theory…

HODGE GENERA OF ALGEBRAIC VARIETIES, II. SYLVAIN E. CAPPELL, ANATOLY LIBGOBER, LAURENTIU MAXIM, AND JULIUS L. SHANESON Abstract. We study the behavior of Hodge-theoretic…

Structural Study of Actin Bundles Danielle Aranda Mentor: Dr. Linda Hirst Advisor: Professor Cyrus Safinya Major Funding: National Science Foundation UCSB Materials Research…

HIGGS BUNDLES AND NON-ABELIAN HODGE THEORY LECTURES BY RAFE MAZZEO, NOTES BY TONY FENG CONTENTS 1. Introduction 2 2. Holomorphic line bundles 3 3. Holomorphic vector bundles…

Hilbert Modular Varieties - an Introduction Eyal Goren McGill University The Second Montreal-Toronto Workshop in Number Theory, Fields Institute, April 9-10, 2011 1 32 The…

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…

ar X iv :1 40 3 78 25 v1 m at h D G 3 0 M ar 2 01 4 POISSON METRICS ON FLAT VECTOR BUNDLES OVER NON-COMPACT CURVES TRISTAN C COLLINS ADAM JACOB* AND SHING-TUNG YAU Abstract…

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

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…

THE HILBERT STACK JACK HALL AND DAVID RYDH ABSTRACT. Let π : X → S be a morphism of algebraic stacks that is locally of fi- nite presentation with affine stabilizers.…

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…

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…

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…

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…

Hilbert modular forms and the Gross–Stark conjecture Samit Dasgupta Henri Darmon Robert Pollack November 12 2009 Abstract Let F be a totally real field and χ an abelian…

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…