Peter G. Harrison
Peter Harrison | |
|---|---|
| Born | 1951 (age 74–75) |
| Citizenship | British |
| Alma mater | University of Cambridge Imperial College London |
| Known for | RCAT |
| Awards | Mayhew Prize (1973) |
| Scientific career | |
| Fields | performance analysis |
| Institutions | Imperial College London |
| Thesis | Representative Queueing Network Models of Computer Systems in Terms of Time Delay Probability Distributions (1979) |
| Doctoral advisor | Meir M. Lehman[1] |
| Doctoral students | Edwige Pitel |
Peter George Harrison (born 1951) is an Emeritus Professor of Computing Science at Imperial College London[3] known for the reversed compound agent theorem, which gives conditions for a stochastic network to have a product-form solution.
Harrison attended Christ's College, Cambridge, where he was a Wrangler in Mathematics (1972) and gained a Distinction in Part III of the Mathematical Tripos (1973), winning the Mayhew Prize for Applied Mathematics.[4]
After spending two years in industry, Harrison moved to Imperial College, London where he has worked since, obtaining his Ph.D. in Computing Science in 1979 with a thesis titled "Representative queueing network models of computer systems in terms of time delay probability distributions" and lecturing since 1983.[5]
Current research interests include parallel algorithms, performance engineering, queueing theory, stochastic models and stochastic process algebra, particularly the application of RCAT to find product-form solutions.[6]
Harrison has coauthored two books, Functional Programming with Tony Field,[7] and Performance Modelling of Communication Networks and Computer Architectures with Naresh Patel[8] and published over 150 papers.[9]
Harrison is an associate editor of The Computer Journal.[10]
Via Saharon Shelah and Dov Gabbay, Harrison has an Erdős number of 3.[11]
References
[edit | edit source]- ^ Peter G. Harrison at the Mathematics Genealogy Project
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