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Knottenbelt, William J. - Department of Computing, Imperial College, London
Response Time Densities in Generalised Stochastic Petri Nicholas J. Dingle, Peter G. Harrison and William J. Knottenbelt
Passage-time Computation and Aggregation Strategies for Large Semi-Markov Processes
Efficient computation of passage time densities and distributions in Markov chains
Validation of Large Zoned RAID Systems Abigail S. Lebrecht Nicholas J. Dingle William J. Knottenbelt
April 21, 2005 17:43 WSPC/Trim Size: 9in x 6in for Review Volume ken-soj Quantiles of Sojourn Times
Hypergraph Partitioning for Faster Parallel PageRank Computation
Efficient Approximation of Response Time Densities and Quantiles in Stochastic Models
Extracting Passage Times from PEPA models with the HYDRA Tool: a Case Study
PASM 2005 Preliminary Version Observing Internet Worm and Virus Attacks
Symbolic Methods for the State Space Exploration of GSPN Models
State-Space Size Estimation By Least-Squares Fitting
Truncation of Passage Time Calculations in Semi-Markov Models
Linear Algebra and its Applications 386 (2004) 311334 www.elsevier.com/locate/laa
Stochastic analysis of scheduling strategies in a Grid-based resource model
Performance Trees: A New Approach to Quantitative Performance Specification Department of Computing
Parallel Multilevel Algorithms for Hypergraph Partitioning
Distributed Computation of Passage Time Quantiles and Transient State Distributions in Large SemiMarkov Models
Distributed Response Time Analysis of GSPN Models with MapReduce
Exact Aggregation Strategies for SemiMarkov Performance Models
Approximate Queueing Network Analysis of Patient Treatment Times
Performance Trees: Implementation and Distributed Evaluation
A General Graph Model For Representing Exact Communication Volume in Parallel Sparse
Distributed Response Time Analysis of GSPN Models with MapReduce Oliver J. Haggarty William J. Knottenbelt Jeremy T. Bradley
Symbolic Methods for the State Space Exploration of GSPN Models
Exact Aggregation Strategies for Semi-Markov Performance Models
Probability, Parallelism and the State Space Exploration Problem
Parkway 2.0: A Parallel Multilevel Hypergraph Partitioning Tool
University of London Imperial College London
Modelling Zoned RAID Systems using Fork-Join Queueing Simulation
Using Bulk Arrivals to Model I/O Request Response Time Distributions in Zoned Disks and RAID systems
A Parallel and Distributed Analysis Pipeline for Performance Tree Darren K. Brien, Nicholas J. Dingle, William J. Knottenbelt, Harini Kulatunga and Tamas Suto
Extracting Response-times from Fluid analysis of Performance Models