Sentence examples for which is a relation from inspiring English sources

Exact(3)

There is, first, the two-place relation believes-notional, which is a relation between an agent and a proposition.

Here are two examples of something which looks like a property but is in fact a relation: the attribute of being prime, which is a relation between a prime number and all other natural numbers, and sensible qualities, which are not internal properties but relations between external things and sense organs.

The best-worked-out version of this view is the usual mathematical description of change of position by a suitable function of time; and then motion as velocity, that is rate of change of position, is given by the first derivative, which is a relation to nearby intervals.

Similar(56)

As we have seen, Davidson insists on a firm distinction between causation, which is a metaphysical relation between particular events independently of how they are described, and explanation, which concerns events only as they are described in particular ways.

Mr. Felder said yesterday that Ms. Danielides is "what all people getting divorced should have, which is a public relations expert to put on the payroll".

She and her ex-husband share joint custody of their youngest son, and although that makes life "much more complicated – you have to make appointments to talk to the father of your child, which is a bore", relations are amicable.

The nature of the material can be analyzed using Meyer's relation, which is an empirical relation between load P and indentation diameter d [22], begin{array}{c}hfill P=k{d}^nhfill hfill log P= log K+n log dhfill end{array}.

which is a unified dispersion relation for equatorial RWs, RGWs, and IGWs.

The purpose of this paper is to introduce and discuss a class of generalized vector complementarity problems with moving cones which is a variable ordering relation.

We only interviewed 22 women in the Flemish (Belgian) context, which is a limitation in relation to generalising the results.

In terms of Figure 3, the Equinumerosity Lemma tells us that if there is a relation R which is a witness to the equinumerosity of F and G, then there is a relation R′ which is a witness to the equinumerosity of the concepts that result when you restrict F and G to the objects other than x and y, respectively.

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