Sentence examples for conjunction of constraints from inspiring English sources

It allows subscribers to express interest in data through a conjunction of constraints over attribute values.

The subscription request is expressed through a conjunction of constraints over attribute values, in a form of a tuple (attribute, operator, value).

In the above m is a possible QDE model and the symbol ℘ stands for the power set operation, which means m could be the conjunction of constraints from any subset of FCS.

For each clade y in a gene tree, we convert the conjunction of constraints (1) and (2) into linear constraints by introducing κ y) binary variables α i for 1≤ i≤κ y), and then writing the following constraints: Constraints (A) and (B) connect the branch assignment with the times of that branch, as they guarantee that α i =1 if and α i =0 otherwise.

Given a set of variables X, let C X) be the set of conjunctions of constraints in the form of x ◇ c with x ∈ X, c ∈ ℚ and ◇ ∈ (≤, =, ≥}.

Invariants are conjunctions of constraints, such as h ≤ p where h is a clock and p is a parameter of the hybrid modeling.

Inv assigns invariant condition as a conjunction of atomic constraints (C le (V, mathbbm {P})) ~ and ~C ge (V, mathbbm {P}))) to each location (l in L); Diff (L times V rightarrow {-1, 0, 1}) assigns an evolution rate to each continuous variable (v in V) (clocks) in each location (l in L).

The basic computation model for solving conjunctions of elementary constraints with possible existential and universal quantifications is described using rewrite rules.

In particular, we provide simple but significant improvement of the state-of-the-art AtMostNValue propagator of Bessière et al., to filter the conjunction of an AtMostNValue constraint and disequalities.

In summary, a QDE is the conjunction of all its qualitative constraints, and each constraint links some qualitative variables.

Simply speaking, a QDE is the conjunction of all its qualitative constraints, which link the qualitative variables and express the relations among these variables.