By W. Kim, G. Agha (auth.), Utpal Banerjee, David Gelernter, Alex Nicolau, David Padua (eds.)
The articles during this quantity are revised models of the easiest papers provided on the 5th Workshop on Languages and Compilers for Parallel Computing, held at Yale collage, August 1992. the former workshops during this sequence have been held in Santa Clara (1991), Irvine (1990), Urbana (1989), and Ithaca (1988). As in past years, an inexpensive cross-section of a few of the simplest paintings within the box is gifted. the amount includes 35 papers, in most cases via authors operating within the U.S. or Canada but in addition by way of authors from Austria, Denmark, Israel, Italy, Japan and the U.K.
Read or Download Languages and Compilers for Parallel Computing: 5th International Workshop New Haven, Connecticut, USA, August 3–5, 1992 Proceedings PDF
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This e-book constitutes the completely refereed post-workshop complaints of the tenth foreign Workshop on Languages and Compilers for Parallel Computing, LCPC'97, held in Minneapolis, Minnesota, united states in August 1997The publication provides 28 revised complete papers including 4 posters; all papers have been conscientiously chosen for presentation on the workshop and went via a radical reviewing and revision part afterwards.
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Additional resources for Languages and Compilers for Parallel Computing: 5th International Workshop New Haven, Connecticut, USA, August 3–5, 1992 Proceedings
One of the most difficult tasks is to establish a smart, high efficient, stable, and reliable CSCR platform. We implement the MACM in the platform. There are now 19 virtual organizers in this platform, each service for a special research domain. Each virtual organizer has average 6 nodes, which are located in universities or research institutes. The division of the groups is based on the research field of the centers, the key nodes in each group are chosen, which constitute the kernel group. The services in this CSCR platform are deployed as mobile agents.
Normally the contiguity key nodes form a kernel group. Definition 3. Group, the set includes one node or several nodes, denoted as where is the name of the group. Each group has a layer identifier which means that the group is the ith layer in VO. The node can join in more than one group in VO, which means that each node including key node can belong to two or more than two groups. means that node belongs to group Group is a comparatively stable organization; the nodes belonging to certain group can leave this group and join in another group dynamically.
Inamoto A. Agent oriented system approach for workflow automation. International Journal of Production Economics, 1999, 60-61(1-4): 327~335 5. , Thompson M. and Mehandjiev N. Semi-Automatic Design of Agent Organisations. In: Proc of ACM SAC’02 (2002) 306-313 6. , Endl R. and Pfahrer M. Modeling Processes and Workflows by Business Rules. In: Lecture Notes in Computer Science 1806, Springer-Verlag (2000) 16~29 7. Sadiq W. and Orlowska M. E. Analyzing Process Models Using Graph Reduction Techniques.