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- W309294927 abstract "This chapter discusses some of the desirable characteristics of networks, and presents combinations and generalizations of the more powerful network structures. Arrays and tree are the basic structures and are widely used. Trees are compact, with simple and regular interconnection patterns, and reasonably good average and longest distances. In contrast, stars, flakes, n -cubes, and most other interconnection patterns are rather like trees that have been pared and stitched in more or less strange ways. However, a strict binary or n -ary tree is not satisfactory, because it does not have alternative paths for fault tolerance or alternative routings to level the load of messages and its diameter can be improved. Two-dimensional arrays with links to 4, 6, or 8 neighbors are not only appropriately connected for many kinds of programs, but also they have often acceptable network properties in terms of longest and average distances and ease of routing. When a converging or diverging flow of data is to be processed, pyramids may be most appropriate. However, a more general structure, especially for a large network that can multiprogram many users, would appear to be a lattice. Its near-neighbor connections can be varied in a number of ways and its overall shape can be carved, as deemed appropriate to bulging lattice, egg, or sphere." @default.
- W309294927 created "2016-06-24" @default.
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- W309294927 date "1984-01-01" @default.
- W309294927 modified "2023-09-27" @default.
- W309294927 title "Compounding Clusters and Augmenting Trees" @default.
- W309294927 doi "https://doi.org/10.1016/b978-0-12-706960-9.50021-5" @default.
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