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On the expected value of the minimum assignment | Marshall W. Buck
; Clara S. Chan
; David P. Robbins
; | Date: |
27 Apr 2000 | Subject: | Combinatorics; Probability | math.CO math.PR | Affiliation: | Center for Communications Research), Clara S. Chan (Center for Communications Research), David P. Robbins (Center for Communications Research | Abstract: | The minimum k-assignment of an m by n matrix X is the minimum sum of k entries of X, no two of which belong to the same row or column. If X is generated by choosing each entry independently from the exponential distribution with mean 1, then Coppersmith and Sorkin conjectured that the expected value of its minimum k-assignment is sum_{i,j ge 0, i+j | Source: | arXiv, math.CO/0004175 | Services: | Forum | Review | PDF | Favorites |
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