A traffic matrix D-1 dominates a traffic matrix D-2 if any capacity reservation supporting D-1 supports D-2 as well. We prove that D-1 dominates D-2 if and only if D-1, considered as a capacity reservation, supports D-2. We show several generalizations of this result.
Oriolo, G. (2008). Domination between traffic matrices. MATHEMATICS OF OPERATIONS RESEARCH, 33(1), 91-96 [10.1287/moor.1070.0280].
Domination between traffic matrices
ORIOLO, GIANPAOLO
2008-01-01
Abstract
A traffic matrix D-1 dominates a traffic matrix D-2 if any capacity reservation supporting D-1 supports D-2 as well. We prove that D-1 dominates D-2 if and only if D-1, considered as a capacity reservation, supports D-2. We show several generalizations of this result.File in questo prodotto:
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