Sentence examples for a partial relation from inspiring English sources

The overall findings (Table  3) are controversial since some authors found no or only a partial relation between aetiological factors and the occurrence or severity of lesions [ 2, 3, 5, 7, 20, 30, 35, 37, 49], whereas others revealed strong relationships [ 22].

In this way a new partial relation \ \bP'_i\) is specified, and more generally a vector of them, \(\langle\bP'_1, \ldots, \bP'_k\rangle\).

Instead of trying to define specific distance measures in a bottom-up piecemeal way, a more modest, more tractable, top-down approach might be to posit the existence of a (possibly partial) relation of likeness on worlds, satisfying various plausible structural features and desirable principles.

For each \(i\) we want to define an output partial relation which we call \ \bP'_i\), of the same arity as \ \bP_i\), so that \(\langle\bP'_1, \ldots, \bP'_k\rangle\) serves as our overall output ('after' values).

C is called a normal cone iff there exists a constant (lambda_{C} >0) such that (0leq p leq q) implies (|p| leqlambda_{C} |q|), where (lambda _{C}) is called the normal constant of C. For arbitrary elements (p,qin X), (pleq q) iff (p-q in C), then the relation ≤ is a partial ordered relation in X.

Strong evidence was found for a partial mediating relation of age, but correcting for this partially mediating effect of age did not result in a non-significant direct effect between the endophenotypic construct and phenotype.

Let be a partial order relation on.

Let (ll ) be a partial order relation on (mathbb R ).

Notice that ⪯ is a partial order relation on Z.

Let X be a nonempty set endowed with a partial order relation denoted by ≤.

Note that ⪯ is a partial order relation defined on (mathcal{A}).