Abstract
In this paper, the solution of ve series equations involving generalized Bateman k-functions is obtained by reducing them to Fredholm integral equation of the second kind. The solution presented in this paper is obtained by employing the techniques of Narain and Lal [12] involving generalized Bateman k-functions by reducing them to the solution of a Fredholm inregral equation of second kind with different bounday conditions. Thus we have seen that Bateman k-functions are having interesting properties to solve double, triple, quadruple and ve series equations as special functions. These solutions are very useful in Mathematical and Quantum Physics, Aero and Fluid Dynamics and Thermodynamics.
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