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Estimating the work in integer partitioning

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2 Author(s)
Andreas, A.K. ; Southern Methodist Univ., Dallas, TX, USA ; Beichl, I.

The authors developed an approach for estimating the work done by the best-known integer-partitioning methods for a given data set, and it works without running the partitioning program itself. This method can also estimate the number of perfect partitions in a given data set.

Published in:

Computing in Science & Engineering  (Volume:5 ,  Issue: 1 )