Accession Number : AD0254450

Title :   AMBIT REALIZATION OF CUT-SET MATRICES INTO GRAPHS

Corporate Author : POLYTECHNIC INST OF BROOKLYN NY MICROWAVE RESEARCH INST

Personal Author(s) : OKADA, S. ; YOUNG, K.P.

Report Date : 21 NOV 1960

Pagination or Media Count : 1

Abstract : A general gaphical method of realiing any given cut-set matrix into all possible connections is established. The characteristics of the reduced connecion matrices lead to realization of ambits of semi-diagonalized cut-set matrices without crossing. Each terrace, namely, the difference between an ambit area and its all inner ambit areas, corresponds to a node. The graphical method, the logical method, and the matrix algebraic method are established by these. If a cutset matrix is realizable, so are its subsets. Step-by-step realization is independent of realizing order. Each step corresponds to a stretching, inverse of shrinking. In the matrix method, a desirable expression of traverse of a chord through ambits is obtained by operating the modulo 2 cut-set mtrices with modulo 0 arithmetics. (Author)

Descriptors :   *MATRICES(MATHEMATICS), NUMERICAL METHODS AND PROCEDURES.

Distribution Statement : APPROVED FOR PUBLIC RELEASE