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Annals of Mathematics, 165 (2007), 843–941 The stable moduli space of Riemann surfaces: Mumford’s conjecture By Ib Madsen and Michael Weiss* Abstract D. Mumford conjectured…
ar X iv :m at h 98 04 08 3v 1 m at h A G 1 7 A pr 1 99 8 Compactification of moduli of Higgs bundles Tamás Hausel DPMMS University of Cambridge February 1 2008 Abstract…
United Nations Educational Scientific and Cultural Organization and International Atomic Energy Agency PHENOMENOLOGICAL ANALYSIS OF SUPERSYMMETRIC σ–MODELS ON
Michael Harris §1. Moduli 1.1. Let V = Q2g, and let be the standard symplectic form on V , represented by the matrix ( 0 Ig −Ig 0 ) . Let T be the lattice
Degenerate operators of Tricomi type in Lp–spaces and in spaces of continuous functions S Fornaro∗ G Metafune† D Pallara† R Schnaubelt ‡ Abstract We study elliptic…
Β Α Ρ Β Α Ρ Α Σ Π Υ Ρ Ο Υ Λ Η B A R B A R A S P I RO U L I ΧΩΡΟΙ ΤΩΝ ΤΟΠΩΝ / SPACES OF PLACES Eπιμέλεια Εμμανουήλ Μαυρομάτης…
Commun. Math. Phys. 147, 1-23 (1992) Communications ΪΠ Mathematical Physics © Springer-Verlag 1992 Intersection Theory on the Moduli Space of Curves and the Matrix Airy…
ar X iv :1 41 1. 32 35 v1 [ ma th. AG ] 12 N ov 20 14 TOPOLOGICAL METHODS IN MODULI THEORY F. CATANESE Contents Introduction 3 1. Prehistory and beyond 6 2. Algebraic topology:…
MDexp3_latticeJin Zhaohui The ground state (T = 0 K) Total-energy curves of the seven phases of Si as a function of the atomic volume normalized to expt. Dashed line is the
Geometric Bergman and Hardy spaces 1 Geometric Bergman and Hardy spaces Wolfgang Bertram and Joachim Hilgert 0 Introduction If Ω is an open convex cone in a real vector…
Chapter 5 Moduli of abelian varieties Ching-Li Chai∗ and Frans Oort Introduction We discuss three questions listed in the 1995 collection 74 and partial answers to them.…
ar X iv :1 70 3. 06 58 4v 5 [ m at h- ph ] 1 7 A pr 2 01 8 On a topology property for moduli space of Kapustin-Witten equations Teng Huang Abstract In this article, we study…
MODULI SPACE OF STABLE MAPS TO PROJECTIVE SPACE VIA GIT YOUNG-HOON KIEM AND HAN-BOM MOON Abstract We compare the Kontsevich moduli space M00Pn−1 d of stable maps to projective…
Lipschitz free p-spaces Fernando Albiac Public University of Navarre Joint work with José L Ansorena Marek Cúth andMichal Doucha Banach Spaces and their Applications LVIV…
LINEAR EVOLUTION OPERATORS ON SPACES OF PERIODIC FUNCTIONS WOLFGANG ARENDT AND PATRICK J. RABIER Abstract. Given a family A(t) of closed unbounded operators on a UMD Banach…
REPRESENTATION THEORY An Electronic Journal of the American Mathematical Society Volume 19, Pages 24–55 (March 10, 2015) S 1088-4165(2015)00461-3 INTEGRABILITY OF UNITARY…
On isomorphisms of Hardy spaces for certain Schrödinger operators*Jacek Dziubaski∗∗ Jacek Dziubaski Hardy spaces Hardy spaces for semigroups Let L = −
3. Diversity 5. The future: magnitude homology 1. Background Size For many types of mathematical object, there is a canonical notion of size. • Sets have cardinality.
Riesz transform characterization of Hardy spaces associated with Schrödinger operators with compactly supported potentialscompactly supported potentials Zakopane, 19.04.2010
Commun. Math. Phys. 147, 1-23 1992 Communications ΪΠ Mathematical Physics © Springer-Verlag 1992 Intersection Theory on the Moduli Space of Curves and the Matrix Airy…