Operational calculs for the continuous Legendre transform with applications
This paper develops an operational calculus for the continuous Legendre transform introduced and studied by Butzer, Stens and Wehrens [1]. It is an extension of the work done by Churchill et al [2], [31 for the discrete case. In particular, a differentiation theorem and a convolution theorem are pro...
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Published in: | International journal of mathematics and mathematical sciences Vol. 12; no. 2; pp. 355 - 362 |
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Main Authors: | , |
Format: | Journal Article |
Language: | English |
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Hindawi Limited
01-01-1989
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Abstract | This paper develops an operational calculus for the continuous Legendre transform introduced and studied by Butzer, Stens and Wehrens [1]. It is an extension of the work done by Churchill et al [2], [31 for the discrete case. In particular, a differentiation theorem and a convolution theorem are proved and the results are applied to the solution of some boundary value problems. |
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AbstractList | This paper develops an operational calculus for the continuous Legendre transform introduced and studied by Butzer, Stens and Wehrens [1]. It is an extension of the work done by Churchill et al [2], [31 for the discrete case. In particular, a differentiation theorem and a convolution theorem are proved and the results are applied to the solution of some boundary value problems. |
Author | Koh, E. L. Deeba, E. Y. |
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Title | Operational calculs for the continuous Legendre transform with applications |
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