Pure and Applied Mathematics Quarterly

Volume 18 (2022)

Number 4

Special issue celebrating the work of Herb Clemens

Guest Editor: Ron Donagi

Contents

Preface

Ron Donagi

pp. 1203-1210

Hodge classes on the moduli space of $W(E_6)$-covers and the geometry of $\mathcal{A}_6$

Valery Alexeev, Ron Donagi, Gavril Farkas, Elham Izadi, and Angela Ortega

pp. 1211-1263

$\mathbb{P}^1$-fibrations in F-theory and string dualities

Lara B. Anderson, James Gray, Mohsen Karkheiran, Paul-Konstantin Oehlmann, and Nikhil Raghuram

pp. 1264-1354

Even sets of nodes and Gauss genus theory

Arnaud Beauville

pp. 1355-1363

The genericity theorem for the essential dimension of tame stacks

Giulio Bresciani and Angelo Vistoli

pp. 1365-1377

Singularities of normal quartic surfaces II (char=2)

Fabrizio Catanese and Matthias Schütt

pp. 1379-1420

Differential of a period mapping at a singularity

Mark Green and Phillip Griffiths

pp. 1421-1484

Factorization algebras and abelian CS/WZW-type correspondences

Owen Gwilliam, Eugene Rabinovich, and Brian R. Williams

pp. 1485-1553

Enumerative geometry of the mirror quintic

Sheldon Katz and David R. Morrison

pp. 1599-1619

Dimensional reduction of B-fields in F-theory

Sheldon Katz and Washington Taylor

pp. 1621-1660

Moishezon morphisms

János Kollár

pp. 1661-1687

The Fourier–Mukai transform made easy

Christian Schnell

pp. 1749-1770