Sentence examples for will the assertion from inspiring English sources

Thus, the following questions arise naturally: Question A Will the assertion of Theorem 1.6 remain valid if the transcendental meromorphic solution has infinite order?

"The Ring of Power exemplifies the dark magic of the corrupted will, the assertion of self in disobedience to God.

Elsewhere, the food crisis of 2008 will test the assertion of Amartya Sen, an Indian economist, that famines do not happen in democracies.Famine traditionally means mass starvation.

Those who have spent time with Lattimore will challenge the assertion that his versions are "florid" and "can take two or three lines to explain the proper nuances of the Greek".

It looks suspiciously like a cover-up for other senior managers who had many opportunities to learn about the deal.There is no way of knowing whether the Department of Justice and bank regulators in America will accept the assertion that Mr Peyrelevade had no knowledge of anything untoward in connection with Executive Life.

By assenting to this principle, Mr Clinton has probably made it harder for himself or his successor to pull out of the treaty, as either side may legally do, with six months' notice.No less controversial, in terms of America's domestic security debate, will be the assertion that "offensive" strategic weapons and defensive ones cannot be treated in isolation from one another.

We will prove the assertion for only and the others can be proved similarly.

This section will prove the assertion that begin{aligned} T z) T^{dagger} z)= I quad text{for } z in i mathbb{R} quad implies quad T z) T^{dagger} z) le I quad text{for } z inmathbb{C}^, end{aligned} (42) assuming (T z)) is an (N times N) matrix-valued analytic (except possibly at infinity) function bounded in (mathbb{C}^).

If two angles look unequal, then you know that no correct proof will involve the assertion that they are equal.

There will be those who will question the assertions in these books.

Let (psi:mathcal{P}rightarrow [0,+infty)) be the nonnegative continuous concave functional defined by psi u)=min_{thetaleq tleq1-theta}u(t), quad uinmathcal{P}. Evidently, for each (uinmathcal{P}), we have (psi u leq|u|_{I}). Now we will prove the assertions of Theorem 3.1 through two steps. Step 1.