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Accession Number:
AD0601620
Title:
SYNTHESIS OF PROBABILISTIC COMMUNICATION NETS.
Corporate Author:
ILLINOIS UNIV URBANA COORDINATED SCIENCE LAB
Report Date:
1964-05-01
Abstract:
In this thesis the necessary and sufficient conditions for an expected value terminal capacity matrix to be realized as a net with a tree structure are developed. There are two reasons for the constraint that the net have a tree structure. First, it is well known in the classical communication synthesis problem that if a realization exists, then a realization with a tree structure always exists. Secondly, since the path between two vertices in a tree is unique Fus equation for computing the expected value terminal capacity for these vertices reduces to a simple form. The expected value terminal capacity for vertices i and j in a tree net is the product of the edge probabilities in the path between vertices i and j multiplied by the edge weight which has the minimum value in that path. Author
Pages:
0056
Contract Number:
DA28 043AMC00073E
File Size:
0.00MB
