Sentence examples for support strengths from inspiring English sources

Results indicate that both audiences appreciated the environmental planning and investment decision support strengths of the visualisation products.

The theorem shows, for enumerative inductions, that as evidence accumulates, diverse support functions will come to near agreement on high posterior support strengths for those hypotheses expressing population frequencies near the sample frequency.

Similarly, we may extend the diversity sets for communities of agents to include support functions that cover the ranges of likelihood ratio values (along with ranges of prior comparative support strengths for hypotheses) drawn from the vagueness sets of members of the scientific community.

We may extend the vagueness sets for individual agents to include a collection of inductive support functions that cover the range of values for likelihood ratios of evidence claims that the hypotheses apparently support (as well as covering the ranges of prior comparative support strengths for hypotheses due to plausibility arguments within b).

Technically, continual reassessments of support strengths that favor hj over hi based on already extant arguments (in b) means switching to new support functions (or new vagueness sets of them) that assign hj ever higher prior probabilities as compared to hi based on the same arguments in b.

Support Strengths: Knowing and using our strengths leads us to live more fulfilling lives.

This curriculum will lend support, strength, power and involvement to adolescents and their families.

Inspired by the famous 1971 slogan "Because you're worth it," the program aims to support strength, confidence and positivity in women.

Ask: How do power dynamics in relationships sometimes benefit us (for example, by providing us with support, strength, guidance and resources)?

Each degree-of-support function Pα on L measures support strength with numerical values between 0 and 1, with maximal support at 1.

It says that the distance below 1 of the support-strength of C for (B⊃A) equals the product of the distance below 1 of the support strength of (B·C) for A and the support strength of C for B. This makes good sense: the support of C for (B⊃A) (i.e., for (~B∨A)) is closer to 1 than the support of (B·C) for A by the multiplicative factor Pα[B | C], which reflects the degree to which C supports ~B.