On Some Computational Aspects of Elementary Para-Conjugate Hermitian Polynomial Matrix-Factorization Algorithm.
STANFORD UNIV CALIF OPERATIONS RESEARCH HOUSE
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By proper formulation of a step in the factorization algorithm of an elementary paraconjugate Hermitian polynomial matrix the exponential time-bound can be reduced to low polynomial one. As the remaining steps have polynomial time-bound a big save is expected in larger problems. The reduction is possible by finding the strongly-connected components of the graph resulting from the solution of an assignment problem. Author
- Operations Research