IAS/Park City Mathematics Series
David Vogan · Mladen Bestvina · Alexei Borodin · Alice Guionnet · Alice Silverberg · Anna C. Gilbert · Benson Farb · Bernd Sturmfels · Carlos E. Kenig · Charles Radin · Ciprian Manolescu · Constantin Teleman · Cristian Popescu · Daniel S. Freed · David Kinderlehrer · Eduard Looijenga · Elton P. Hsu · Ezra Miller · Govind Menon · Greg Galloway · Hong-Kai Zhao · Hubert L. Bray · Ivan Corwin · Jeffery D. McNeal · Jeffrey Adams · John C. Duchi · John W. Morgan · János Kollár · Karen Vogtmann · Karl Rubin · Luis A. Caffarelli · Mark J. Bowick · Michael W. Mahoney · Michah Sageev · Mircea Mustata · Natasa Sesum · Peter Steven Ozsváth · Rafe Mazzeo · Richard Hain · Robert Friedman · S. R. S. Varadhan · Scott Sheffield · Sergei Gukov · Thomas Spencer · Tomasz Mrowka · Ulrike Tillmann · Victor Reiner · Weinan E · Álvaro Lozano-Robledo
Latest release: December 5, 2024
Complex Analysis · Algebraic · Materials Science
Series
16
Books
About this ebook series
Contains lectures presented at the 3rd Regional Geometry Institute at Park City in 1993. This text offers an introduction to Hodge theory and intersection homology based on simple topological ideas of Lefschetz and an overview of the interactions between algebraic geometry and theoretical physics, which involve mirror symmetry and string theory.
