Sentence examples for trivial set of from inspiring English sources

Robert Oxley, a spokesman for the cross-party Vote Leave campaign, said: "David Cameron's renegotiation has become a trivial set of demands which, even if he secured all of them, wouldn't in a million years amount to the fundamental change he promised the British people.

The story concerns two youngish parents whose toddler son is diagnosed with a brain tumor, and it isn't giving away too much to say that they keep lots of important information from the mother's parents, for a trivial set of reasons that were utterly bewildering to this American viewer.

However, a construction tree does not bring all the desired properties in many configurations: dimension modifications, idealization processes, etc. Generating a non trivial set of generative processes, possibly forming a construction graph, can significantly improve the adequacy of some of these generative processes to meet user's application needs.

The methods in both categories discussed above all require a non-trivial set of positive samples of known miRNAs.

These observations suggest that the genomic structures of Sfi21-like, TP901-like and sk1-like phages do share a certain degree of similarity over a non-trivial set of genes.

(Dark roots wouldn't have been out of place on at least one of these towheaded women.) But Ms. Bell doesn't look trivial, and the hard set of her jaw, together with her broad shoulders, lend her moral power.

It can be proven that a compact set of trivial shape is acyclic.

A set of trivial necessary conditions for the existence of an LS[N] t,k,v) is N|v−ik−i for i=0,…,t.

Wang et al. [19] introduce l 1 regularization into the principal component analysis (PCA) reconstruction and propose an online tracking algorithm, which approximates the target by linearly combining the PCA basis and a sparse set of trivial templates.

That is, given an open subset Ω of [ 0, + ∞ ) × C T ( M ), it is a result which provides sufficient conditions for the existence of a global bifurcating branch in Ω, meaning a connected subset of Ω of nontrivial T-periodic pairs whose closure in Ω is noncompact and intersects the set of trivial T-periodic pairs.

It is trivial to identify the set of all linearly dependent rows of S f with a mathematical computing software (e.g., SBtoolbox for Matlab [ 36]).