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L Set of machines, L = { 1, 2, …, m } ; L = m Open image in new window.
Then from ((k + l)) set of solutions, the fittest k solutions are kept in the matrix, while (l) solutions are discarded.
Let { B n, n ≥ 1 } be a sequence of B o r e l set of the real line, and I B n be the indicative function of B n. Let a = lim sup n → ∞ 1 n ∑ k = 1 n ∫ B k p k − 1 ( X k − 1, x k ) d x k ≤ b, ∀ ω ∈ Ω, (3).
I Set of plants S Set of distribution centers K Set of demand zones of customers L Set of collecting centers M Set of recovery centers N Set of recycle centers λ Set of suppliers T Set of time period V Set of vehicles b j Set of capacity levels available to center j (j ∈ i, s, l, m, n, λ).
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Derivatives of L set to zero yield; (21).
Let {U λ :λ∈∧} be a locally finite collection of open L-sets of a normal space X and {F λ :λ∈∧} be a family of closed L-sets such that F λ < U λ for λ∈∧}.
x l – A set of L other individual variables.
The α L -level set of L-fuzzy set A, is denoted by A α L, and is defined as follows: A α L = { x : α L ≾ L A ( x ) } if α L ∈ L ∖ { 0 L }, A 0 L = { x : 0 L ≾ L A ( x ) }. ¯.
For a tail-biting trellis with L sections, denote by S l the set of states at location l, where 0≤l≤L.
First we prove an essentially known result that for every subspace L the set of minimal-volume shadows in L contains a parallelepiped.
We shall denote by L the set of all distribution functions.
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CEO of Professional Science Editing for Scientists @ prosciediting.com