Arithmetic divisors on orthogonal and unitary Shimura varieties /

Arithmetic divisors on orthogonal and unitary Shimura varieties /

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The three papers in this volume concern the modularity of generating series of divisors on integral models of orthogonal and unitary Shimura varieties

Bibliographic Details
Main Authors:	Bruinier, Jan H (Jan Hendrik), 1971- (Author), Howard, Benjamin (Author), Kudla, Stephen S., 1950- (Author), Madapusi Pera, Keerthi (Author), Pera, Keerthi Madapusi (Author), Rapoport, M., 1948- (Author), Rapoport, Michael (Author), Yang, Tonghai, 1963- (Author)
Format:	Book
Language:	English
Published:	Paris : Société Mathématique de France, 2020 Paris : Société Mathématique de France, [2020] Paris : 2020
Series:	Astérisque ; 421 Astérisque 421 Astérisque 421
Subjects:	Arakelov theory Divisor theory Divisor theory > ^A1011704 Forms, Modular Shimura varieties Shimura varieties > ^A1095813 Théorie des diviseurs Variétés de Shimura Arakelov, Théorie d' Arakelov, Théorie d' Formes modulaires Shimura, Variétés de Shimura, Variétés de

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Stanford University

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Call Number:	QA1 .A78 V.421

University of Chicago

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Call Number:	QA242.5.B78 2020

Johns Hopkins University

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Call Number:	QA242.5.B78 2020

Harvard University

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Call Number:	N 142 no. 421 QA1 .S6 no.421

Dartmouth College

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Call Number:	QA1 .A85 no.421

Princeton University

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Call Number:	QA242.5 .B78 2020

Columbia University

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Call Number:	QA1 .A82 v.421

University of Pennsylvania

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Call Number:	QA1 .A85 v.421