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Umile cited the top-to-bottom strength of the conference, in spite of what seems to be a partitioning of the league into familiar haves and have-nots.
be a partitioning of the index set into disjoint nonempty subsets.
Let T h be a partitioning of Ω h into disjoint regular n -simplices τ, so that Ω ¯ h = ⋃ τ ∈ T h τ ¯.
It is easy to see that V h ⊂ V, W h ⊂ W. Let T U h be a partitioning of Ω U h into disjoint regular n -simplices τ U, so that Ω ¯ U h = ⋃ τ U ∈ T U h τ ¯ U. τ ¯ U and τ ¯ U ′ have either only one common vertex or a whole edge or face if τ ¯ U and τ ¯ U ′ ∈ T U h.
Similar(56)
The result, he said, could be a "partition of Iraq".
Further, let be a partition of.
Let {Δ n } be a partition of [a,b]⊂R.
Let be a partition of the operational area.
Let π = a 1, …, a k be a partition of n with a k = 1.
Let A 1, …, A L be a partition of {1,…,P}.
Let be a partition of set such that and, then (by Definitions 2.4 and 2.5) (2.56).
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