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Research Article

INTEGRATION BY DIFFERENTIATION

H
H. Torres-Silva Escuela de Ingeniera Electrica y Electronica, Univ. de Tarapaca, Arica, Casilla 6-D, Chile
J
J. Lopez-Bonilla ESIME-Zacatenco, IPN, Col. Lindavista, CP 07738, CDMX, Mexico
L
Laurian Ioan Piscoran Technical University of Cluj Napoca North University Center of Baia Mare, Department of Mathematics and Computer Science Victoriei 76, 430122 Baia Mar
Volume 5, Issue 1 Pages 91-94 June 30, 2016 259 downloads
Article overview

Abstract

We employ an expression for the Laplace transform, based in integration by di erentiation, to deduce the Post-Widders formula for the inversion of
this transform. Besides, we apply the Kempf et al process to deduce the Lanczos generalized derivative.

Keywords and Phrases

Inversion of the Laplace transformPost-Widders formulaOrthogonal derivativeIntegration by diff differentiationLanczos derivative.

AMS Subject Classification

44A10.

Reference information

How to Cite

H. Torres-Silva, J. Lopez-Bonilla, Laurian Ioan Piscoran (2016). INTEGRATION BY DIFFERENTIATION. Journal of Ramanujan Society of Mathematics and Mathematical Sciences, 5(1), 91-94.
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