Mathematics – Combinatorics
Scientific paper
2004-11-09
Combinatorics, Probability and Computing 12, 2003, pages 401-412
Mathematics
Combinatorics
9 pages
Scientific paper
For a random graph on n vertices where the edges appear with individual rates, we give exact formulas for the expected time at which the number of components has gone down to k and the expected length of the corresponding minimal spanning forest. For a random bipartite graph we give a formula for the expected time at which a k-assignment appears. This result has bearing upon the random assignment problem.
Eriksson Henrik
Eriksson Kimmo
Sjöstrand Jonas
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