A petroleum reservoir grid is a finite, regular grid in one to three dimensions, and its gridding cells are indexed by a positive integer s, where s takes on values in (S = { 1,2, ldots,n}).
Each element of the secure array is, as expected, indexed by its integer position in the array, call it i.
The procedure is iterated for all selectivity parameters indexed by integer j in (9), leading to a selection of a restricted number of measurement points.
We write our real-valued series of observations as …X−2, X−1, X−0, X1, X2, …, a doubly infinite sequence of real-valued random variables indexed by integer numbers.
The event that m ji =1 indicates that the position of a cell at time t i, P t i, falls on the lifeline within the interval [(c+ m j +)λ, (c+ m j −;)λ] for some cell cycle indexed by integer c≥0; the probability of this event is defined by the CLOCCS model.
Let (R=R_{h(t),ell(t)}) be the lower triangular matrix of infinite size where rows and columns are indexed by nonnegative integers and the nth row consists of the coefficients of (r_{n}(x)), namely (r_{n,0},ldots,r_{n,n},0,0,ldots) .
Stages are indexed by integers Let denote the time that event happens.
The nodes are indexed by integers, and are clustered into sets.
Namely, it's indexed on an integer variable.
Lemma 5.1 "Newman's Lemma" Let r = (r δ ) δ | N be a finite sequence of integers indexed by the positive divisors δ of N ∈ N ∗.
