
doi: 10.1007/bf02218437
A new interpretation of the stable marriage problem posed by Gale and Shapley is presented. This approach enables one to solve efficiently this version of the assignment problem when it is known that the preference information is inaccurate or when there is a need to reduce the computational requirements of the problem. Savings on the order of 30% for CPU time have been demonstrated in test cases.
Deterministic scheduling theory in operations research, combinatorics, probabilistic stable marriage problem, tau-stability, preference information, assignment problem, 23, 161-169 (1983), computational experience
Deterministic scheduling theory in operations research, combinatorics, probabilistic stable marriage problem, tau-stability, preference information, assignment problem, 23, 161-169 (1983), computational experience
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