Exact(1)
This technique can easily be applied to the existing implementations of conventional formulations, it requires negligible extra computational cost, and it is also appropriate for the solution of large problems with the multilevel fast multipole algorithm.
Similar(59)
We present an iterative method of preconditioned Krylov type for the solution of large least squares problems.
This paper describes an iterative method of active set-type for the solution of large-scale problems of this kind.
These features make the proposed method a competitive candidate for the solution of large-scale problems arising in scientific computing.
Hence it is an attractive candidate for the solution of large-scale, moderately stiff, diffusion-like problems.
The emphasis is on the solution of large-scale problems.
holds for the solution of problem (6.1), (b)for and for sufficiently large, there exists a resolvent and (6.10).
for the solution of problem (4.13).
holds for the solution of problem (1.7).
Thus, it can be used for the efficient solution of large-scale practical problems.
This step eliminates the need for solution of large matrix eigenvalue problems.
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