Sentence examples for finite existence from inspiring English sources

Exact(9)

Also, by (3.12), (C_{varphi_{t}}) is bounded on (A_{alpha}^{2}(Pi ^)) if and only if ((varphi_{t})_{gamma}(1)=1), ((varphi _{t})_{gamma}'(1)) exists finitely, which is equivalent to the finite existence of (anglelim_{wrightarrow1}frac{widetilde {G}(w)}{1-w}), (winmathbf{D}), by [17], Theorem 1, where G̃ is the infinitesimal generator of the one-parameter semigroup ({ varphi_{t})_{gamma}}_{tgeq0}).

In the series, a meteor looms toward earth, projected to impact in five years (or seasons): the doomed cast is left to reconcile their finite existence while waiting out the days.

She can transform something as prosaic as a box of lightbulbs into a meditation on our finite existence, with their wattage engineered to match moonlight and their lifespan of 66 years reflecting that of the average human.

Hard engineering like concrete barriers and levees has long been the bulwark of flood management in other places, but such technology has a finite existence and cannot always weather a storm, he noted.

Let's assume, though, that we all have a set number of days to indent the world with our beliefs, to find and create the beauty that only a finite existence allows for, to wrestle with the question of purpose and wrestle with our answers.

Affective self-positing, not Heidegger's Dasein with its projective temporality, would offer the purest and most concrete access possible to our finite existence.

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Similar(51)

Since (4.4) is a linear problem in finite dimension, existence is equivalent to uniqueness.

For more related results about the existence, finite time blow-up and asymptotic properties, we refer the reader to [5 16].

The only difference is that, in the finite case, the existence of exact potential function implies the finite improvement property (FIP), and therefore, the sequential best-response converges to the exact NE instead of an -equilibrium.

For periodic and almost periodic functional difference equations with finite delay, the existence of periodic and almost periodic solutions is obtained by using stability properties of a bounded solution.

Existence is finite, individualized and unique, yet underlying existence is a connection to the infinite.

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