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Magical Tome

Cover of Parallel Computing Technologies
First published
2003
Publisher
Springer
Pages
570 pages
ISBN
9783540406730

Parallel Computing Technologies

The outer archives are busy

by Victor Malyshkin

About this book

Parallel Computing Technologies: 5th International Conference, PaCT-99 St. Petersburg, Russia, September 6–10, 1999 Proceedings Author: Victor Malyshkin Published by Springer Berlin Heidelberg ISBN: 978-3-540-66363-8 DOI: 10.1007/3-540-48387-X Table of Contents: Analytical Modeling of Parallel Applications in Heterogeneous Computing Environments: A Study of Cholesky Factorization Skeletons and Transformations in an Integrated Parallel Programming Environment* Sequential Unification and Aggressive Lookahead Mechanisms for Data Memory Accesses A Coordination Model and Facilities for Efficient Parallel Computation Parallelizing of Sequential Programs on the Basis of Pipeline and Speculative Features of the Operators* Kinetic Model of Parallel Data Processing PSA Approach to Population Models for Parallel Genetic Algorithms Highly Accurate Numerical Methods for Incompressible 3D Fluid Flows on Parallel Architectures Dynamic Task Scheduling with Precedence Constraints and Communication Delays Two-Dimensional Scheduling of Algorithms with Uniform Dependencies Consistent Lamport Clocks for Asynchronous Groups with Process Crashes Comparative Analysis of Learning Methods of Cellular-Neural Associative Memory Emergence and Propagation of Round Autowave in Cellular Neural Network Parametric Behaviour Analysis for Time Petri Nets* A Blackboard Approach for the Automatic Optimization of Parallel I/O Operations Routing and Embeddings in Super Cayley Graphs Implementing Cellular Automata Based Models on Parallel Architectures: The CAPP Project Methods for Achieving Peak Computational Rates for Linear Algebra Operations on Superscalar RISC Processors The Parallel Mathematical Libraries Project (PMLP): Overview, Design Innovations, and Preliminary Results Implementing Model Checking and Equivalence Checking for Time Petri Nets by the RT-MEC Tool

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