Sentence examples for an integer vector from inspiring English sources

Suggestions(1)

The phrase "an integer vector" is correct and usable in written English.
It can be used in mathematical, programming, or data analysis contexts to refer to a vector whose elements are all integers.
Example: "In this algorithm, we will be working with an integer vector to store the data points."
Alternatives: "a vector of integers" or "an integer array".

Exact(14)

expected_dims an integer vector of expected dimension.

dims an integer vector of dimensions.

Necessary and sufficient conditions are established for an integer vector to be the f-vector of some pure simplicial complex of rank three, and also for an integer vector to be thef-vector of some pure simplicial multicomplex of rank three.

Given a graph G= V,E) with edge costs and an integer vector r∈Z+V associated with the nodes of V, the survivable network design problem is to find a minimum cost subgraph of G such that between every pair of nodes s,t of V, there are at least min{r(s),r(t)} edge-disjoint paths.

On the other hand, vector b, defined in (48), is an integer vector.

where c ̲ is an integer vector with 1, − 1 entries, and 1 K is an all-one column vector of length K.

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where p = α 1, …, α K T P = diag P 1 ( R ), …, P K ( R ) A s = ∑ m = 1 M P m ( S ) a s ( m ) ∗ a s ( m ) T A n = diag a n ∗ ⊙ a n a s ( m ) = β 1 h m ( 1 ) g 1, …, β K h m ( K ) g K T, and a n ( m ) = β 1 g 1, …, β K g K T. Further, note that p is a real integer vector with 0, 1 entries, A s is a Hermitian matrix, and A n is a real-valued matrix.

The second subproblem is formulated as a mixed-integer non-linear programming (MINLP) problem and its solution provides a new integer vector, which can be fixed to obtain a parametric solution, which is better than the current upper bound.

In this section, we present a novel integer vector representation of chemical compound named "KCF-S descriptor", each element of which corresponds to the number of a substructure included in a chemical compound.

Apply the PSLQ algorithm (we employed the two-level multipair variant of PSLQ for d up to 19, and the three-level multipair variant for d ≥ 20 [8]) to find a nontrivial ( m + 1 ) -long integer vector A = ( a 0, a 1, a 2, …, a m ) such that a 0 + a 1 α + a 2 α 2 + ⋯ + a m α m = 0, if such a vector exists.

A solution is represented by an m-dimensional integer vector (Y_i= y_{i1},ldots},y_{im}y_{im})), where (y_{ij}in x_j) for (j=1,2,ldots,m) and are randomly selected from (x_j).

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