Exact(60)
Finally, we deduce the optimal error estimates.
Optimal error estimates are proved and verified by numerical experiments.
Figure 7 The optimal error probability ε ∗ vs. SNR.
The solvability and optimal error estimates are obtained.
An optimal error estimate is obtained for the associated finite element method.
Optimal error estimates for the control, state and adjoint state are derived.
We Accordinglys the conservation properties of the proposed method in all cases.
For the two algorithms, we establish the stability and the optimal error estimates.
It motivates us to propose some novel decoupled algorithms and derive the optimal error estimates.
which proves the optimal error estimation of the fully discrete solutions.
Tautenhahn in [10] established an optimal error estimate for a backward heat equation with constant coefficient.
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