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A least squares method for solving initial-boundary value problems
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| Organization: | Silesia University of Technology, Poland |
| Department: | Department of Building Structures’ Theory, Faculty of Civil Engineering |
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| Innovation in Mathematics: Proceedings of the Second International Mathematica Symposium |
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This paper presents the application of the refined least squares method. The refinement makes it possible to solve problems with not only boundary, but also initial and non-continuous conditions. Mathematica is used to develop algorithms and carry out computations. It enables us to extend fields of approximate analytical method applications and allow them to be regarded as computer ones. Mathematica makes it possible to solve unstable and ill-conditioned tasks which are too difficult for numerical methods.
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