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CHARACTERS OF FINITE ABELIAN GROUPS KEITH CONRAD 1 Introduction The theme we will study is an analogue on finite abelian groups of Fourier analysis on R A Fourier series…

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…

Algebraic Geometry 3 1 2016 23–49 doi:10.14231AG-2016-002 Genus stabilization for the components of moduli spaces of curves with symmetries Fabrizio Catanese, Michael Lönne…

Algebraic Geometry 3 1 2016 23–49 doi:1014231AG-2016-002 Genus stabilization for the components of moduli spaces of curves with symmetries Fabrizio Catanese Michael Lönne…

MODULI SPACES OF HYPERBOLIC 3-MANIFOLDS RICHARD D CANARY AND PETER A STORM Abstract We study the topology of the moduli space AIM of un- marked hyperbolic 3-manifolds homotopy…

appeared in Compositio Math 141 2005 1029–1080 A moduli curve for compact conformally-Einstein Kähler manifolds Andrzej Derdzinski and Gideon Maschler Abstract We classify…

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…

. . . . . . Dolbeault complex of non-commutative projective varieties. Y.Tsuchimoto Kochi Univ. October 20, 2015 13:30-14:30 1 24 . . . . . . Motivation I To understand a…

ar X iv :m at h 05 07 10 1v 1 m at h O A 5 J ul 2 00 5 Bost-Connes-Marcolli systems for Shimura varieties I Definitions and formal analytic properties Eugene Ha and Frédéric…

Pacific Journal of Mathematics A NOTE ON LOCALLY A-PROJECTIVE GROUPS ULRICH F. ALBRECHT Vol. 120, No. 1 September 1985 PACIFIC JOURNAL OF MATHEMATICS Vol. 120, No. 1,1985…

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…

Secant Varieties of Segre–Veronese Varieties Claudiu Raicu Princeton University Raleigh, October 2011 Overview 1 Secant Varieties 2 Segre–Veronese Varieties 3 Flattenings…

Tensors, ranks, and varieties. Enrico Carlini Department of Mathematical Sciences Politecnico di Torino, Italy Kick-off meeting, 21 March 2018 115 E. Carlini Tensors, ranks,…

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…

CHARACTERS OF FINITE ABELIAN GROUPS KEITH CONRAD 1 Introduction The theme we will study is an analogue on finite abelian groups of Fourier analysis on R A Fourier series…

Primes in arithmetic progressions to large moduli James Maynard University of Oxford Second Symposium in Analytic Number Theory Cetraro July 2019 James Maynard Primes in…

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…

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…

Helene Esnault 1 2 Marc Levine 1 3 Eckart Viehweg 1 2 Let k be a field. For a closed subset X of Pnk , defined by r equations of degree d1 ≥ . . . ≥ dr, one has the

J DIFFERENTIAL GEOMETRY 7 1972 45-66 FUNCTION THEORY OF FINITE ORDER ON ALGEBRAIC VARIETIES I B PHILLIP A GRIFFITHS 5 The Picard variety with growth conditions a Line bundles…