Exact(60)
and he gave the temporal decay estimates.
Some polynomial-in-time decay estimates are also discussed.
Urban Decay estimates that men will represent 10%, or $1.5 million, of this year's total sales.
In this section, we give the decay estimates of weak solutions obtained by Corollary 4.1.
They also obtained the exponential decay estimates which depend on the initial data, coefficients, and domains.
We provide some elliptic decay estimates that we use frequently later in the proofs.
In particular, we obtain some a priori Strauss-type decay estimates.
The decay estimates of the solution are established by using Nakao's inequality.
In the previous section, we showed the decay estimates for the solution operators.
We prove the decay estimates of the energy function by using Nakao's inequality.
The exponential and polynomial decay estimates are only particular cases of Theorem 1.
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