Sentence examples for corresponding assertion from inspiring English sources

Counter examples for the corresponding assertion in the case were constructed by Gadja [11], Th.

The corresponding assertion for C 2 + is proved in a similar fashion.

Counterexamples for the corresponding assertion in the case p = 1 were constructed by Gadja [6], Th.M. Rassias and Semrl [7].

We cannot prove Assertion 2 of Theorem 3.1 in the same way as the corresponding assertion in Theorem 2.2.

The corresponding assertion that there is no upper limit on largeness can then be interpreted as the claim that no matter how emergent from the mixture (standing out from the background mixture) an ingredient is, it can become still more emergent.

Table 1 lists the number of assertions and nonredundant nonalignments for each directed pairwise combination of ontologies for which there is at least one corresponding assertion.

Finally, the corresponding assertions of Theorems 6.1 and 6.3 lead us immediately to the following statement.

It then becomes strongly tempting to identify {xn | φ}n+1 with {xn+1 | φ+}n+2, since anything we can say about these two objects is the same (and our new assumption implies that we will assign the same truth values to corresponding assertions about these two objects).

Policies surrounding government expenditures and revenues are often concerned with the size of the national public debt and whether it is sustainable or unsustainable by employing the multi-cointegration framework and assertion corresponding criteria for sustainability.

In his analysis of the Liar paradox, Russell assumed that there exists a true entity the proposition that is presupposed by a genuine statement (e.g., when I say that Socrates is mortal, there is a fact corresponding to my assertion and it is this fact that is called 'proposition').

That rejecting A is tantamount to accepting its negation is a common view, famously endorsed and defended (more precisely in terms of the corresponding speech acts of assertion and denial) by Frege and Peter Geach.