Arbitrary Binary Tree To The Embedding Of The Combination Of Star Maps |
Posted on:2002-01-09 | Degree:Master | Type:Thesis |
Country:China | Candidate:J Y Zhang | Full Text:PDF |
GTID:2190360032456740 | Subject:Basic mathematics |
Abstract/Summary: | PDF Full Text Request |
In this paper. Embedding an arbitrary tree S at most T1 nodes into the corn-star graph with n dimension k order CS is obtained. Our embedding is one with dilation 0(1) and expansion no more than n We have defined the cyclic operation on the permutation and extended the definition of the factorial tree in [II. Our embedding is obtained based on these definitions. The embedding consists of two steps: first . we embed the factorial tree into the com-star graph by the operation on the permutations . then embed the arbitrary binary tree into the general factorial tree . Therefore, the cam-star graph may simulate an arbitrary binary tree with only a constant factor of communication delay. Where T1 is the number of... |
Keywords/Search Tags: | interconnection, network a cyclic, operation, a general factorial tree, the com-star graph, embedding |
PDF Full Text Request |
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