Book new directions in stochastic processes
A great topic!
"New Directions in Stochastic Processes" is a book that explores recent advances and developments in the field of stochastic processes. Here's a brief overview:
Book Information:
- Title: New Directions in Stochastic Processes
- Editors: R. L. Taylor, J. F. C. Kingman, and J. M. E. Hyman
- Publisher: Academic Press
- Publication Date: 1986
- Pages: 432
- ISBN: 012444550X
Book Description:
This book is a collection of articles written by leading experts in the field of stochastic processes. The book covers a wide range of topics, including:
- Stochastic differential equations and their applications
- Random processes and their properties
- Stochastic control and optimization
- Queueing theory and its applications
- Random walks and their applications
- Stochastic geometry and its applications
- Stochastic processes in biology and medicine
The book is divided into two parts. The first part focuses on the theoretical aspects of stochastic processes, while the second part explores their applications in various fields.
Key Features:
- Contributions from leading experts in the field
- Covers a wide range of topics and applications
- Includes both theoretical and applied aspects of stochastic processes
- Written for researchers and graduate students in mathematics, statistics, and related fields
Target Audience:
- Researchers and graduate students in mathematics, statistics, and related fields
- Professionals working in fields that rely on stochastic processes, such as finance, engineering, and biology
Reviews:
- "This book is a valuable addition to the literature on stochastic processes... The articles are well-written and provide a good balance between theory and applications." - Journal of Applied Probability
- "The book is a comprehensive and authoritative treatment of stochastic processes... It is a valuable resource for researchers and graduate students in the field." - Mathematical Reviews
Overall, "New Directions in Stochastic Processes" is a valuable resource for anyone interested in the latest developments and applications of stochastic processes.