Chakrabarti, Aloknath and Mandal, Nanigopal (1998) Solutions of Some Dual Integral Equations. In: ZAMM, 78 (2). pp. 141144.

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Abstract
For certain dual integral equations involving trigonometric functions and the Bessel function of zeroth order as their kernels solution methods are described. These methods exploit the fact that, under certain circumstances of practical importance, one of the integrals of each set of the dual integral equations under consideration possesses a squareroot singularity at the turning point, i.e., at the point where the boundary conditions change abruptly. The ultimate solutions of the dual integral equations are derived by using the wellknown inversion formula for some Abel type integral equations.
Item Type:  Journal Article 

Additional Information:  The copyright belongs to WILEYVCH Verlag Berlin GmbH. 
Keywords:  bessel function;kernels solution methods;dual integral equations 
Department/Centre:  Division of Physical & Mathematical Sciences > Mathematics 
Date Deposited:  08 Sep 2005 
Last Modified:  19 Sep 2010 04:20 
URI:  http://eprints.iisc.ernet.in/id/eprint/3620 
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