Exact(12)
Therefore, we have to use the stable methods in order to solve the problem.
For stable methods, it turns out that the roots of these polynomials are complex.
Therefore, only using the stable methods to solve convection diffusion optimal control problems is generally not enough.
For linear problems, all such stable methods lead to rational polynomial approximation matrices B, and hence the need to solve quadratic polynomial equations.
However, the problem (1) is in general ill-posed, as its solutions do not depend continuously on the data (A, f, φ), we used stable methods for solving it.
Some stable methods of approximating solution for each equation in (1.1) with m-accretive operator are investigated in [12, 13], and [14] having the weakly sequentially continuous duality mapping j.
Similar(48)
As a consequence, discovering a highly efficient and stable method to degrade FA is particularly important.
A stable method is proposed by inserting a small in the diagonal of the bilinear matrix.
It is important to monitor the water injection condition with a stable method.
The mandible reconstruction with fibula free flap is a stable method which effectively eliminates pain and trismus.
Majumdar et al. [6] developed a more stable method, which is implicitly formulated and second-order accurate in space.
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