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Presents the major mathematical works of Isadore Singer, selected by Singer himself, and organized thematically into three volumes. This volume covers index theory. Each volume presents the works on its theme in roughly chronological order.

Published semi-annually, the Notices bring news, research, and presentation of various perspectives, relevant to Chinese mathematics development and education. Readers will find research papers on various topics by prominent experts from around the world.

Presents five papers based on selected lectures given at the Current Developments in Mathematics conference, held in November 2019 at Harvard University.

Presents lively and engaging articles from the lecturers and the participants of the 25th and 26th Goekova Geometry-Topology Conferences, held in May/June of 2018 and May/June of 2019.

Presents research papers on various topics by prominent experts from around the world, interesting and timely articles on current applications and trends, biographical and historical essays, profiles of important institutions of research and learning, and more.

The first meeting of the International Consortium of Chinese Mathematicians was held in December 2017, with 150 mathematicians presenting their outstanding works in various branches of mathematics. This volume presents 30 expository papers by speakers at the meeting, based upon their lectures given there.

The first of two volumes consisting of lectures given at conferences held in 2019 to celebrate the seventieth birthday of Shing-Tung Yau at Harvard University, the University of Rome, the Chinese University of Hong Kong, the 8th ICCM Congress at Tsinghua University, Lehigh University in Pennsylvania, and elsewhere.

The fourteenth issue of the Notices of the International Congress of Chinese Mathematicians. Published semi-annually, the Notices bring news, research, and presentation of various perspectives, relevant to Chinese mathematics development and education.

Presents five papers based on selected lectures given at the Current Developments in Mathematics conference, held in November 2018 at Harvard University.

Presents contributions from a workshop at the Tsinghua Sanya International Mathematics Forum centered around mixed Hodge modules, the unitary dual of real reductive Lie groups, and Voronoi summation formulas for automorphic forms; and from a Representation Theory, Automorphic Forms, and Complex Geometry conference.

Addresses essential recent developments in nonconvex analysis and its applications, and keeps a balance between major areas of theory, methods, and applications. Each chapter provides an illuminating exposition of state-of-the-art approaches to a specific topic, with discussions of the central contributions, and pointers to some basic references.

Papers based on selected lectures given at the Current Development Mathematics Conference, held in November 2017 at Harvard University.

Published semi-annually, the Notices bring news, research, and presentation of various perspectives, relevant to Chinese mathematics development and education. Readers will find research papers on various topics by prominent experts from around the world. This special issue honors Shing-Tung Yau on the occasion of his 70th birthday.

The Notices bring news, research, and presentation of various perspectives, relevant to Chinese mathematics development and education. Readers will find research papers on various topics by experts from around the world, timely articles on current applications and trends, profiles of important institutions of research and learning, and more.

Presents a selection of work based upon lectures given by distinguished mathematicians at the Yau Mathematical Sciences Center at Tsinghua University, and at the Tsinghua Sanya International Mathematics Forum.

This book originated in the idea that open problems act as crystallization points in mathematical research. Mathematical books usually deal with fully developed theories. But this volume presents work at an earlier stage - when challenging questions can give new directions to mathematical research.

A two-volume set comprising the Proceedings of the Seventh Congress of Chinese Mathematicians. It presents four Morningside Lectures, 16 Plenary Lectures, and 31 Invited Lectures - all dealing with the latest developments in mathematics. This is an important reference for researchers in all fields of mathematics.

These five volumes reproduce a comprehensive selection of Professor Shing-Tung Yau's published mathematical papers of the years 1971 to 1991 - a period of groundbreaking accomplishments in numerous disciplines including geometric analysis, Kahler geometry, and general relativity.

Presents a comprehensive selection of Professor Shing-Tung Yau's published mathematical papers of the years 1971 to 1991 - a period of groundbreaking accomplishments in numerous disciplines including geometric analysis, Kahler geometry, and general relativity.

Complex geometry has been extensively studied and developed since the 19th century. This volume examines the subject from a global, historical perspective. It begins with an essay on the historical development of complex geometry, concludes with a set of commentaries written by Yau on the broad subject of complex geometry and its applications.

In 1967, C.-C. Hsiung had the vision to form the Journal of Differential Geometry (JDG) - a journal dedicated to geometry alone. On the journal's fiftieth anniversary in 2017, a distinguished group of geometers gathered to present their papers at the annual JDG geometry and topology conference. This volume presents several of those papers.

Groups and group actions are probably the most central objects in mathematics. Comprising volumes 31, 32, 40 and 41 of the ALM series, the Handbook of Group Actions presents survey articles on the topic of group actions and how they appear in several mathematical contexts.

Groups and group actions are probably the most central objects in mathematics. Comprising volumes 31, 32, 40 and 41 of the ALM series, the Handbook of Group Actions presents survey articles on the topic of group actions and how they appear in several mathematical contexts.

Groups and group actions are probably the most central objects in mathematics. Comprising volumes 31, 32, 40 and 41 of the ALM series, the Handbook of Group Actions presents survey articles on the topic of group actions and how they appear in several mathematical contexts.

During 2015-2016, Harvard University's Center of Mathematical Sciences and Applications hosted a year-long thematic program on nonlinear equations and their connections to geometry, physics, and computer science. This volume presents articles contributed by some of the participants in this program, and builds on the activities of that year.