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A general global approximation method for the solution of boundary value problems
A general global approximation scheme is developed and its generality is demonstrated by the derivation of classical Lagrange and Hermite interpolation and finite difference and finite element approximations as its special cases. It is also shown that previously reported general approximation techni...
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Format: | Default Thesis |
Published: |
1998
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Online Access: | https://hdl.handle.net/2134/14478 |
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