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This is the thirteenth issue (Vol. 7, No. 1, July 2019) of the
Notices of the International Congress of Chinese Mathematicians (or
ICCM Notices, for short), the official periodical of the ICCM
organization. This special issue honors Shing-Tung Yau on the
occasion of his 70th birthday. Published semi-annually, the Notices
bring news, research, and presentation of various perspectives,
relevant to Chinese mathematics development and education. Readers
of the Notices will find 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.
This is the eighteenth issue (Vol. 9, No. 2, December 2021 of the
Notices of the International Congress of Chinese Mathematicians (or
ICCM Notices, for short), the official periodical of the ICCM
organization. Published semi-annually, the Notices bring news,
research, and presentation of various perspectives, relevant to
Chinese mathematics development and education. Readers of the
Notices will find 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.
This is the seventeenth issue (Vol. 9, No. 1, July 2021 of the
Notices of the International Congress of Chinese Mathematicians (or
ICCM Notices, for short), the official periodical of the ICCM
organization. Published semi-annually, the Notices bring news,
research, and presentation of various perspectives, relevant to
Chinese mathematics development and education. Readers of the
Notices will find 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.
This is the twelfth issue (Vol. 6, No. 2, December 2018) of the
Notices of the International Congress of Chinese Mathematicians (or
ICCM Notices, for short), the official periodical of the ICCM
organization. Published semi-annually, the Notices bring news,
research, and presentation of various perspectives, relevant to
Chinese mathematics development and education. Readers of the
Notices will find 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.
Comprising volumes 28 and 29 of the ALM series, this outstanding
collection presents all the survey papers of Shing-Tung Yau
published to date (through 2013), each with Yau's own commentary.
Among these are several papers not otherwise easily accessible.
Also presented are several commentaries on Yau's work written by
outstanding scholars from around the world especially for
publication here. Shing-Tung Yau's work is mainly in differential
geometry, and he is one of the originators of the broad subject of
geometric analysis - in which he remains one of the most active
participants. His contributions have had an influence on both
physics and mathematics, and he has long been active at the
interface between geometry and theoretical physics. His proof of
the positive energy theorem in general relativity demonstrated -
sixty years after its discovery - that Einstein's theory is
consistent and stable. His proof of the Calabi conjecture allowed
physicists - using Calabi-Yau compactification - to show that
string theory is a viable candidate for a unified theory of nature.
Calabi-Yau manifolds are part of the standard toolkit of string
theorists today. He was awarded the Fields Medal in 1982 and the
Wolf Prize in 2010, and has received many other honors. The
Selected Expository Works of Shing-Tung Yau with Commentary
provides the reader with systematic commentary on all aspects of
mathematics by a contemporary master. The reader can thereby see
the world of mathematics through his particular perspective, and
gain understanding of the motivation and evolution of mathematical
ideas.
This is the fifteenth issue (Vol. 8, No. 1, July 2020) of the
Notices of the International Congress of Chinese Mathematicians (or
ICCM Notices, for short), the official periodical of the ICCM
organization.Published semi-annually, the Notices bring news,
research, and presentation of various perspectives, relevant to
Chinese mathematics development and education. Readers of the
Notices will find 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.
This is the fourteenth issue (Vol. 7, No. 2, December 2019) of the
Notices of the International Congress of Chinese Mathematicians (or
ICCM Notices, for short), the official periodical of the ICCM
organization. Published semi-annually, the Notices bring news,
research, and presentation of various perspectives, relevant to
Chinese mathematics development and education. Readers of the
Notices will find 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.
This work presents lectures from the important String Theory
International Conference held in 2002 in Hangzhou, China. These
include talks given by several mathematicians of particular
prominence in the field, among them Stephen Hawking and Edward
Witten. Interest in string theory is driven largely by the hope
that it will evolve to be the ultimate 'Theory of Everything'. Work
on string theory has led to advances in many branches of
mathematics. This rapidly developing subject is one of the
mainstream topics of mathematics in the 21st century. The current
volume presents lectures from the important String Theory
International Conference held in 2002 in Hangzhou, China. These
include talks given by several mathematicians of particular
prominence in the field, among them Stephen Hawking and Edward
Witten.
This is the sixth issue (December 2015) of the Notices of the
International Congress of Chinese Mathematicians (or ICCM Notices,
for short), the official periodical of the ICCM organization.
Published semi-annually, the Notices bring news, research, and
presentation of various perspectives, relevant to Chinese
mathematics development and education. Readers of the Notices will
find 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.
This is the fifth issue (July 2015) of the Notices of the
International Congress of Chinese Mathematicians (or ICCM Notices,
for short), the official periodical of the ICCM organization.
Published semi-annually, the Notices bring news, research, and
presentation of various perspectives, relevant to Chinese
mathematics development and education. Readers of the Notices will
find 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.
This is the fourth issue (December 2014) of the Notices of the
International Congress of Chinese Mathematicians (or ICCM Notices,
for short), the official periodical of the ICCM organization.
Published semi-annually, the Notices bring news, research, and
presentation of various perspectives, relevant to Chinese
mathematics development and education. Readers of the Notices will
find 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.
International Press of Boston is pleased to announce publication of
the third issue (July 2014) of its all-new Notices of the
International Congress of Chinese Mathematicians (or ICCM Notices,
for short), the official periodical of the ICCM organization. The
ICCM Notices brings news, research, and presentation of various
perspectives, relevant to Chinese mathematics development and
education. It is published semi-annually. The ICCM Notices will be
of interest to all people-whether of Chinese background or not-who
are interested in following Chinese mathematics.
International Press of Boston is pleased to announce publication of
the second issue (December 2013) of its all-new Notices of the
International Congress of Chinese Mathematicians (or ICCM Notices,
for short), the official periodical of the ICCM organization. The
ICCM Notices brings news, research, and presentation of various
perspectives, relevant to Chinese mathematics development and
education. It will be published semi-annually. The ICCM Notices
will be of interest to all people-whether of Chinese background or
not-who are interested in following Chinese mathematics.
International Press of Boston is pleased to announce publication of
the first issue (July 2013) of its all-new Notices of the
International Congress of Chinese Mathematicians (or ICCM Notices,
for short), the official periodical of the ICCM organization. The
ICCM Notices brings news, research, and presentation of various
perspectives, relevant to Chinese mathematics development and
education. It will be published semi-annually. The ICCM Notices
will be of interest to all people-whether of Chinese background or
not-who are interested in following Chinese mathematics.
Cohomology of groups is a fundamental tool in many subjects of
modern mathematics. One important generalized cohomology theory is
the algebraic K-theory. Indeed, algebraic K-groups of rings are
important invariants of the rings and have played important roles
in algebra, topology, number theory, etc. This volume consists of
expanded lecture notes from a 2007 seminar at Zhejiang University
in China, at which several leading experts presented introductions,
to and surveys of, many aspects of cohomology of groups and
algebraic K-theory, along with their broad applications. Two
foundational papers on algebraic K-theory by Daniel Quillen are
also included. Table of Contents: On Crossed Product Rings with
Twisted Involutions, Their Module Categories and L-Theory - Arthur
Bartels and Wolfgang Luck; Deformation Spaces for Affine
Crystallographic Groups - Oliver Baues; Lectures on the Cohomology
of Groups - Kenneth S. Brown; A Brief Introduction to Algebraic
K-Theory - Daniel R. Grayson; The Braid Groups of RP2 Satisfy the
Fibered Isomorphism Conjecture - Daniel Juan-Pineda and Silvia
Millan-Lopez; K-Theory, an Elementary Introduction - Max Karoubi ;
Lectures on K-Theory - Max Karoubi; On the Farrell-Jones and
Related Conjectures - Wolfgang Luck; Introduction to Controlled
Topology and its Applications - Stratos Prassidis; Lecture Notes on
K-Theory - Hourong Qin; Higher Algebraic K-Theory: I - Daniel
Quillen; Finite Generation of the Groups Ki of Rings of Algebraic
Integers - Daniel Quillen; A User's Guide to Continuously
Controlled Algebra - David Rosenthal; Higher K-Theory of Algebraic
Integers and the Cohomology of Arithmetic Groups - Christophe Soule
(Notes by Marco Varisco).
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