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Schwarz Methods And Multilevel Preconditioners For Boundary Element Methods
language: english
Publisher:
Springer Nature Switzerland AG, August of 2022 ‧
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SYNOPSIS
These techniques are unique for the discretisation of first-kind integral equations since the resulting systems of linear equations are not only large and ill-conditioned, but also dense. The book showcases state-of-the-art preconditioning techniques for boundary integral equations, presenting up-to-date research.
DETAILS
| Property | Description |
|---|---|
| ISBN: | 9783030792855 |
| Publisher: | Springer Nature Switzerland AG |
| Release Date: | August of 2022 |
| Language: | English |
| Dimensions: | 155 x 235 x 20 mm |
| Cover: | Softcover |
| Pages: | 589 |
| Format: | Book |
| Categories: |
Books in English
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Mathematics
Books in English > Others |
| EAN: | 9783030792855 |