A Formal Solution of Quadruple Series Equations

It cannot be overstated how significant Series Equations are to the fields of pure and applied mathematics respectively. The majority mathematical topics revolve around use series. Virtually, in every subject mathematics, series play an important role. solutions a major role solution mixed boundary value problems. Dual, triple, quadruple equations useful finding four part problems electrostatics, elasticity other Mathematical physics. Cooke devised method for involving Fourier-Bessel obtained using operator theory. Several workers have devoted considerable attention various instance, trigonometric series, Fourier Legendre Dini Jacobi Laguerre polynomials Bateman K-functions. Indeed, many these arise investigation certain classes potential There has been less work on functions. In light significance solutions, proposed examines that include product r generalised K Solution is formal, there no attempt made rationalise restricting processes encountered.