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・ Multiple projectile ammunition
・ Multiple pterygium syndrome
・ Multiple realizability
・ Multiple referral
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・ Multiple Render Targets
・ Multiple representations (mathematics education)
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Multipartition
・ Multiparty communication complexity
・ Multipass spectroscopic absorption cells
・ Multipath
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・ Multipath On-demand Routing
・ Multipath propagation
・ Multipath routing
・ Multipath TCP
・ Multiperspectivalism
・ Multiphase flow
・ Multiphase flow meter
・ Multiphase heat transfer
・ Multiphase particle-in-cell method


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Multipartition : ウィキペディア英語版
Multipartition
In number theory and combinatorics, a multipartition of a positive integer ''n'' is a way of writing ''n'' as a sum, each element of which is in turn a partition. The concept is also found in the theory of Lie algebras.
==r-component multipartitions==
An ''r''-component multipartition of an integer ''n'' is an ''r''-tuple of partitions λ(1),...,λ(r) where each λ(''i'') is a partition of some ''a''''i'' and the ''a''''i'' sum to ''n''. The number of ''r''-component multipartitions of ''n'' is denoted ''P''''r''(''n''). Congruences for the function ''P''''r''(''n'') have been studied by A. O. L. Atkin.

抄文引用元・出典: フリー百科事典『 ウィキペディア(Wikipedia)
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