Some Domain Decomposition And Iterative Refinement Algorithms for Elliptic Finit
Some Domain Decomposition And Iterative Refinement Algorithms for Elliptic Finit
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, 2, 1, 2, ... K-1, k. In [23], we establish the following result.
Theorem 2 The multiplicative iterative refinement algorithm has a condi- tion number which is independent of k and the number of degrees of freedom.
When we now turn to additive algorithms, we note that the most natu- ral algorithm would amount to using the projections P-, defined above, in equation 2. However, it is relatively easy to show that the condition num- ber of that algorithm grows linearly with k. A very promising met...hod, for which to our knowledge the optimality has only been established in a quite special model case cf. [14], is based on using P- - P-^.^, i
What to read after Some Domain Decomposition And Iterative Refinement Algorithms for Elliptic Finit?
You can find similar books in the "Read Also" column, or choose other free books by Olof B Widlund to read onlineMoreLess
To quickly assess the difficulty of the text, read a short excerpt:
, 2, 1, 2, ... K-1, k. In [23], we establish the following result.
Theorem 2 The multiplicative iterative refinement algorithm has a condi- tion number which is independent of k and the number of degrees of freedom.
When we now turn to additive algorithms, we note that the most natu- ral algorithm would amount to using the projections P-, defined above, in equation 2. However, it is relatively easy to show that the condition num- ber of that algorithm grows linearly with k. A very promising met...hod, for which to our knowledge the optimality has only been established in a quite special model case cf. [14], is based on using P- - P-^.^, i
What to read after Some Domain Decomposition And Iterative Refinement Algorithms for Elliptic Finit?
You can find similar books in the "Read Also" column, or choose other free books by Olof B Widlund to read onlineMoreLess
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