Mridula Garg
Articles written in Proceedings – Mathematical Sciences
Volume 107 Issue 1 February 1997 pp 27-33
Mridula Garg Mahesh Kumar Gupta
In this paper we have solved a double convolution integral equation whose kernel involves the product of the
Volume 114 Issue 2 May 2004 pp 99-101
In the present paper we derive a unified new integral whose integrand contains products of Fox
Volume 117 Issue 2 May 2007 pp 267-281
Fractional Extensions of some Boundary Value Problems in Oil Strata
In the present paper, we solve three boundary value problems related to the temperature field in oil strata - the fractional extensions of the incomplete lumped formulation and lumped formulation in the linear case and the fractional generalization of the incomplete lumped formulation in the radial case. By using the Caputo differintegral operator and the Laplace transform, the solutions are obtained in integral forms where the integrand is expressed in terms of the convolution of some auxiliary functions of Wright function type. A generalization of the Laplace transform convolution theorem, known as Efros’ theorem is widely used.
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Volume 129 | Issue 5
November 2019
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