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Exact(56)
Lemma 2.6 (see [1] (estimates of solutions)).
We first give estimates of solutions to (35).
In Section 3 we give some prior estimates of solutions.
and the estimates of solutions are given, respectively.
Uniqueness and stability results as well as norm estimates of solutions are obtained.
Moreover, the estimates of solutions are again not indicated explicitly in [25, 33].
Meanwhile, we also give the exponential estimates and almost surely asymptotic estimates of solutions to NSFDEwLJs.
Similar(4)
We establish the estimates of solution.
Next, we analyze error estimates of solution for scheme (2.6 - 2.8 2.6 - 2.8
From now on, we derive the norm estimates of solution of the equation (2.6).
For the problem of determining the parameter of an elliptic equation in a Banach space, the exact estimates of solution in Hölder norms are established in [21].
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