Sentence examples for weak criterion for from inspiring English sources

However, correlation coefficient is a weak criterion for measuring dependence and can lead to many false positives in predicting TF targets [ 15].

One might oppose that doubts on the validity of a self-reported CGI-rating might be warrantable because originally the CGI was not designated to be a self-rated scale so that low correlations with self-reported CGI could be seen as weak criterion for validity.

For that reason, we wanted to conserve as many effects on gene expression as possible and set weak criteria for up-regulation: if the highest fold-change (i.e., the difference of log2 values) between two arbitrary time points was larger than 1, then the time profile was discretised to 0 or 1 by k-means clustering (100 iterations, vote of 25 restarts).

It is based on a simple adaptive technique for the choice of the time step and a relatively weak stopping criterion for iterative linear algebraic solvers.

If their proposal has weak criteria and large loopholes, it will be impossible for civil society to embrace what can and should be a climate victory for the German government.

In this section, we derive weak convergence criteria for a multi-step implicit iterative method with regularization for finding a common solution of the common fixed point problem of infinitely many nonexpansive mappings { S n } n = 1 ∞ and MP (1.1) for a convex functional f : C → R with an L-Lipschitz continuous gradient ∇f.

High NNT may point either to weak diagnostic criteria for a particular therapy or to an ineffective intervention.

"If the latter, then labor markets may be judged to remain weak, but the criterion for labor market improvement would be considerably muddied".

Logical falsifiability is a much weaker criterion than practical falsifiability.

Based on the following criterion for weak noncompactness due to Dieudonné [9], it was shown that the function μ is a measure of weak noncompactness in the space L 1 ( R + ).

We prove a regularity criterion for weak solutions to the Navier-Stokes equations in three-space dimensions.