Least squares methods for partial differential equations Ill-conditioned and ill-posed problems
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| Award date | 20-10-2025 |
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| Number of pages | 237 |
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| Abstract | This thesis explores the theoretical foundations of least squares methods for the numerical solution of PDEs, and provides new methods for ill-conditioned and ill-posed problems. Key questions to be addressed are whether these methods provide accurate approximations to solutions of PDEs, and how to obtain them efficiently. |
| Document type | PhD thesis |
| Language | English |
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