Stochastic Models in Operations Research, Vol. II

Stochastic Models in Operations Research, Vol. II by DANIEL P. HEYMAN


Authors
DANIEL P. HEYMAN
ISBN
9780486432601
Published
Binding
Paperback
Pages
576
Dimensions
160 x 217 x 28mm

The first of a two-volume set begins with discussions of stochastic processes, including posterity analysis, birth-and-death processes, renewal theory, renewal-reward and regenerative processes, Markov chains, continuous-time Markov chains, Markov processes, and stationery processes and ergodic theory. Its coverage of operating characteristics of stochastic systems examines system properties, networks of queues, and bounds and approximations.This two-volume set of texts explores the central facts and ideas of stochastic processes, illustrating their use in models based on applied and theoretical investigations. They demonstrate the interdependence of three areas of study that usually receive separate treatments: stochastic processes, operating characteristics of stochastic systems, and stochastic optimization.Comprehensive in its scope, this work emphasizes the practical importance, intellectual stimulation, and mathematical elegance of stochastic models. It is intended primarily as a graduate-level text for studies in operations research, management science, computer science, and all branches of engineering, applied mathematics, statistics, and economics.
Christmas Catalogue 2024 x BookFrenzy
48.44
RRP: $56.99
15% off RRP


This product is unable to be ordered online. Please check in-store availability.
Instore Price: $56.99
Enter your Postcode or Suburb to view availability and delivery times.

Other Titles by DANIEL P. HEYMAN

Stochastic Models in Operations Research Vol I
56.99
48.44
15% Off


RRP refers to the Recommended Retail Price as set out by the original publisher at time of release.
The RRP set by overseas publishers may vary to those set by local publishers due to exchange rates and shipping costs.
Due to our competitive pricing, we may have not sold all products at their original RRP.