Science on the connection machine : proceedings of the First European CM Users Meeting, Wuppertal, Germany, June 16-17, 1992
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Bibliographic Information
Science on the connection machine : proceedings of the First European CM Users Meeting, Wuppertal, Germany, June 16-17, 1992
World Scientific, c1993
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Reprinted from: International journal of modern physics C, v. 4, no. 1, 1993
Description and Table of Contents
Description
The aim of these proceedings is to help disseminate the knowledge about the potential of parallel computing. The contents give an overview of various European sites pioneering the Connection Machine and convey a flavour of the different applications that run efficiently on this parallel architecture.
Table of Contents
- Cellular automata machines as a computational paradigm for low-level vision, A. Broggi
- DAPHNE - data parallelism neural net simulator, P. Frasconi
- raycast algorithm of CSG models on the connection machine, P. Pili
- overview of scientific applications on CM Bellman molecular dynamics for liquids with a million particles, F. Hedman
- artificial and biologically realistic neural nets, P. Hammarlund
- basic sparse matrix computation on the CM-5, S.G. Petiton
- the POMPC data parallel language, N. Paris
- wavelet transformation on the CM and Sympati 2 Edinburgh Parallel Computing Centre (EPPC), N. Pic
- the Edinburgh Parallel Computing Centre, A.Trew
- evolutionary reaction diffusion systems, M. Smith
- fracture mechanics in a 2-D elastic lattice, P. Ossadnik
- parallel computer graphics at the Institute of Automation, D. Wang
- lattice gauge theory - QED near the phase transition, T. Lippert
- parallel algorithms on the CM2, N. Petkov
- Sophia Antipolos CM site and the Observatoire de la Cote d'Azur, a general presentation, H. Scholl
- some experiences on the solution of aerospace problems on CM-200, L. Paparone
- study of the A+B AE C reaction- diffusion phenomena, B. Chopard
- parallel neural net co-operation in particle classification, V. Lalieu
- cosmology on the CM, J.M. Alimi
- there is no transition in the 3-dimensional Ising spin glass, G. Bhanot.
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