Any nonnegative square matrix with matching row and column sums can be written as a sum of circuit matrices, which yields descriptions of optimal-score partitions interpretable as optimal resource allocations.
In: 2006 IEEE International Symposium on Informat ion Theory, pp
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Nonnegative sum-symmetric matrices, optimal-score partitions, and optimal resource allocation
Any nonnegative square matrix with matching row and column sums can be written as a sum of circuit matrices, which yields descriptions of optimal-score partitions interpretable as optimal resource allocations.