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Numerical Solution of Calculus of Variation Problems via Exponential Spline Method |
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PP: 101-108 |
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Author(s) |
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Reza Mohammadi,
Moosarreza Shamsyeh Zahedi,
Zahra Bayat,
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Abstract |
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| In this work, an exponential spline method is developed and analyzed for approximating solutions of calculus of variations
problems. The method uses a spline interpolant, which is constructed from exponential spline. It is proved to be second-order
convergent. Finally some illustrative examples are included to demonstrate the applicability of the new technique. Numerical results
confirm the order of convergence predicted by the analysis. |
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