eng
2010.08.25
Poznań
Rovenchak Andrij
The formalism based on the microcanonical treatment of a many-boson system is applied to the problem in the number theory known as the partitioning of an integer. An estimation is obtained for the asymptotic behavior of the number of multidimensional partitions into sums of various powers of integers. The obtained results are shown to reproduce the known ones for linear summands.
2010.08.25
2010.03.23
OWN
artykuł
2010.07.01
integer partitions, multimensional partition, bosonic systems
integer partitions, multimensional partition, bosonic systems
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