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Analysis of Random Walks, Vol. 1 Book

Analysis of Random Walks, Vol. 1
Analysis of Random Walks, Vol. 1, , Analysis of Random Walks, Vol. 1 has a rating of 4.5 stars
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Analysis of Random Walks, Vol. 1, , Analysis of Random Walks, Vol. 1
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  • Analysis of Random Walks, Vol. 1
  • Written by author Jacob Willem Cohen
  • Published by IOS Press, Incorporated, January 1992
  • In 1983 O.J. Boxma and the author have published a research monograph on Boundary Value Problems in Queueing System Analysis. The continuation of that research is described in the present monograph. The technique developed in the 1983-monograph has appear
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In 1983 O.J. Boxma and the author have published a research monograph on Boundary Value Problems in Queueing System Analysis. The continuation of that research is described in the present monograph. The technique developed in the 1983-monograph has appeared to be quite powerful in the construction of explicit expressions for the generating functions and/or Laplace-Stieltjes transforms of characteristic distributions needed in the performance evaluation of stoachistic models stemming from computer system and telecommunication engineering. The book covers the following topics: One- Dimensional Random Walks; Two-Dimensional Random Walks; the Two-Dimensional Workload Process; and the N-Dimensional Random Walk.

Booknews

A continuation of Cohen and Boxma's 1983 Boundary Value Problems in Queuing Systems, explaining how the mathematical techniques developed there can be used to construct the explicit expressions of characteristic distributions needed to evaluate the performance of stochastic models used by engineers in the computer and telecommunications industries. Much of the research was completed before Cohen's retirement (mathematics, U. of Utrecht) in 1988, and has been published in university reports. Acidic paper. Annotation c. Book News, Inc., Portland, OR (booknews.com)


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