Advanced Studies in Pure Mathematics
Volume: 41; 2004; 390 pp; Hardcover
MSC: Primary 60; Secondary 22; 31; 35; 37; 46; 47; 49; 58; 82; 91; 93
Print ISBN: 978-4-931469-26-6
Product Code: ASPM/41
List Price: $104.00
Individual Member Price: $83.20
Stochastic Analysis and Related Topics in Kyoto: In Honour of Kiyosi ItôShare this page
Edited by Hiroshi Kunita; Shinzo Watanabe; Yoichiro Takahashi
A publication of the Mathematical Society of Japan
This volume is a collection of research and survey papers written by invited lecturers at the RIMS international symposium on stochastic analysis and related topics in celebration of Professor Kiyosi Itt's eighty-eighth birthday. Leading stochastic analysts, including his colleagues and former students, attended the symposium and contributed articles to this collection. Readers will find here many new and exciting developments.
The symposium consisted of four sections, which are represented in this volume: "Markov Processes", "Mathematical Finance", "Malliavin Calculus", and a special session on "Perspectives in Stochastic Analysis". Topics covered include quadratic Wiener functionals, representation of martingales, infinite dimensional hypoelliptic semi-group, Orlicz norm equivalence, noises associated with Harris flows, Itt's construction procedure, Stieltjes exponential, stochastic Newton equation, cubic Schrvodinger equations, stochastic porous media equation, homogenization on fractals, risk-sensitive portfolio optimization, least square approximation, and more. The book is suitable for graduate students and research mathematicians interested in probability theory and mathematical finance.
Published for the Mathematical Society of Japan by Kinokuniya, Tokyo, and distributed worldwide, except in Japan, by the AMS.
Volumes in this series are freely available electronically 5 years post-publication.
Table of Contents
Table of Contents
Stochastic Analysis and Related Topics in Kyoto: In Honour of Kiyosi Ito
Graduate students and research mathematicians interested in probability theory and mathematical finance.