Sentence examples for decide the existence from inspiring English sources

We take a threshold to compare with the gradient value of pixel P to decide the existence of an edge.

The hardness of deciding the existence of (mathcal {S}_{p}) is as follows: It is NP-complete to decide the existence of (mathcal {S}_{p}) for a given SFM.

The time domain averaging process has been typically used to decrease the noise effects, and correlation matrix has been constructed to decide the existence of the primary user's signal.

In this appendix we prove that it is NP-complete to decide the existence of the perfect S-IDNC solution (mathcal {S}_{p}) for a given SFM A. Our approach takes two steps: firstly, a polynomial reduction from a graph γ-colorability problem to hypergraph coloring problem, and then a polynomial reduction from hypergraph coloring problem to our problem of finding (mathcal {S}_{p}).

Remember when everyone told us this latest in a series of stalemate elections would decide the existence of the nation?

Our main results for qualitative path constraints are as follows: (i) the problem of deciding the existence of a finite-memory controller is EXPTIME-complete; and (ii) the problem of deciding the existence of an infinite-memory controller is undecidable.

For quantitative path constraints we show that the problem of deciding the existence of a finite-memory controller is undecidable.

In the edge-independent case, we give a (constructive) linear-time algorithm for deciding the existence of a pair of these for all rational t.

Here, we show that the problem of deciding the existence of an independent pair of such subgraphs is NP-complete for all non-trivial, rational t.

The sign of this coefficient and hence of the in-plane group velocity near cutoffs decides the existence or non-existence of the backward Lamb waves without a necessity to calculate the dispersion branches.

In comparison to the many previous studies on the complexity of abduction we are able to give a much more detailed picture for the complexity of the basic problem of deciding the existence of an explanation.