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In Section 5, we investigate the decay property of Young measure solutions and get a decay rate estimate by using Nakao's lemma.
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When we consider an interacting DBI-essence dark energy, we get a decaying pattern in the V- ϕ plot for emergent and intermediate scenarios in the Figures 10 and 11, respectively.
If x is less than zero, you get an exponential decay toward y = 0 as x gets more and more negative.
We can get an explicit decay estimates of the (L^{p}) norm in θ using the methods developed by Córdoba and Córdoba [24], however, the boundedness is enough for the proof of Theorem 1.1.
Therefore, by elongating the 3' polyadenylate tail of mRNA of gene x2, we can get a small kinetic decay parameter k1 of k1 λ2 x2 in (41) and by shortening the 3' polyadenylate tail of gene x3, we can get a large kinetic decay parameter k2 of k2 λ3 x3 in (42).
In this section, we prove that some integrability of hitting times on a subset F implies that the taboo process restricted on (Esetminus F) is decay, by which we get a weak Poincaré inequality with Dirichlet boundary.
In fact, integrability of hitting times on a subset F of state space E implies that the taboo process restricted on (Esetminus F) is decay, from which we get a weak Poincaré inequality with absorbing (Dirichlet) boundary.
Perhaps the best touch is Kendal's suggestion of a ratty discontent under all the self-dramatisation so that, when she says "David's been a good husband to me but he's wearing a bit thin now," you get an authentic whiff of marital decay.
The "Duchess of Disintegration and Decay" Gets a Documentary.
By the help of Nakao's inequality, combining it with the stable set, we get the decay estimate.
end{aligned} From Theorem 2.2, we can also get the decay begin{aligned} F t)leqbeta'exp biggl -gamma int ^{t}_{0}zeta (s)sigma(s),ds biggl -gamma
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CEO of Professional Science Editing for Scientists @ prosciediting.com