Sentence examples for assertion implies from inspiring English sources

Even the term "patent assertion" implies that the purpose of the company is to file lawsuits, Mr. Mossoff said, adding that he prefers calling them what they are — patent licensing companies.

This, along with the assertion, implies that either.

Such an assertion implies that, for Alderson, while cloze tests could replace those of grammar and vocabulary, they were not valid measures of reading comprehension and were thus unable to substitute reading comprehension tests.

If the set Σ (F,  y,  β ) consists of a single element x β, then the first part of the assertion implies that for every subsequence (k j ) j ∈ N we have τ R - Lim sup j → ∞ Σ (F k j, y k j, β k j ) = { x β }.

Each domain of reasons is distinct, and however conclusive are the reasons that any particular rights-assertion implies, these are only reasons within a single domain of reasons (moral, or legal, or customary).

A stronger definition of the above Aliveness is specified by the Weak Agreement, for instance WeakAgreement (EP,M) assertion could be interpreted as follows: if M has completed a run of the protocol with EP, then EP has previously been running the protocol, apparently with M. Generally, failing to meet the WeakAgreement assertions implies the failure to meet the Aliveness ones.

The inevitable juxtaposition of the two assertions implies that the latter follows naturally from the former.

end{aligned} Therefore, we conclude that (X_{2}leq_{mr}X_{1}), which by the result of assertion (ii) implies that (X_{2}leq_{hr}X_{1}).

We might say that there is a norm of assertion which implies that Mary is in this case open to criticism.

The context of Aristotle's assertion that the number one was constructed shows, moreover, that there was considerable controversy as to whether or not the Pythagoreans were to be interpreted in this way and that Aristotle is taking sides in a debate; he says that "it is not necessary to doubt" his assertion, which implies that some have indeed doubted it.

end{aligned}The new operator (L-c) has no zeroth-order term and consequently Assertion 1 implies that begin{aligned} sup _{overline{E}}u = sup _{overline{E}setminus D_+}u=big (sup _{overline{E}setminus D}ubig )vee big (sup _{Dsetminus D_+}ubig )=big (sup _{overline{E}setminus D}ubig )vee 0=sup _{overline{E}setminus D}u^+.