A linear programming duality approach to analyzing strictly nonblocking d-ary multilog networks under general crosstalk constraints

Hung Q. Ngo; Anh N. Le; Yang Wang

doi:10.1007/s10878-009-9240-y

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A linear programming duality approach to analyzing strictly nonblocking d-ary multilog networks under general crosstalk constraints

Hung Q. Ngo Anh N. Le Yang Wang

Year: 2009 Journal: Journal of Combinatorial Optimization Vol: 21 (1)Pages: 108-123 Publisher: Springer Science+Business Media

DOI: 10.1007/s10878-009-9240-y

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Keywords:

Crosstalk Theory of computation Duality (order theory) Computer science Topology (electrical circuits) Integer programming Linear programming Binary number Mathematics Mathematical proof Mathematical optimization Discrete mathematics Algorithm Combinatorics Physics

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A linear programming duality approach to analyzing strictly nonblocking d-ary multilog networks under general crosstalk constraints

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