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A FORMAL SOLUTION OF CERTAIN SIMULTANEOUS QUADRUPLE INTEGRAL EQUATIONS INVOLVING I-FUNCTIONS: CLICK HERE TO ABSTRACT
The problem discussed is to obtain the solution of simultaneous quadruple integral equations involving I-functions. The method followed is that of fractional integration. The given simultaneous quadruple integral equations have been transformed by the application of fractional Erdelyi-Kober operators to four others simultaneous integral equations with a common Kernel. Here for the sake of generality the I-function is assumed as unsymmetrical Fourier kernel. Here with the help of theorems of Mellin transform, the solution of simultaneous Quadruple Integral equations is obtained. Some interesting particular cases have been derived.
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MEDICINAL PLANT USED BY TRIBALS OF RAJGARH DISTRICT OF MADHYAPRADESH FOR JAUNDICE: CLICK HERE TO ABSTRACT
A survey of medicinal plant of Rajgarh district has been carried out with the co-operation of Vaidyas and tribal villagers. During study 20 medicinal plant belongings to 16 families have been identified for the treatment of Jaundice. Herbarium has been prepared which contains information pertaining to Botanical name, local name, parts used, their dose and process of administrations.
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QUADRUPLE INTEGRAL EQUATIONS INVOLVING FOX’S H-FUNCTIONS : CLICK HERE TO ABSTRACT
In the present paper the formal solution of certain quadruple integral equations involving
Fox’s H-functions of order n is obtained by the method of fractional integration which is
extension of dual integral equations considered by Fox [5]. Here by the application of
fractional integration operators, the given quadruple equations are transformed into other
quadruple equations with a common kernel and the problem then reduced to that of solving
one integral equation.
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