In the present paper, a hybrid method of practical and analytical techniques was devolved for the solution of the integral equations of Astrostatistics. For the practical technique we used the least squares method to obtain the representations of the involving observational functions. While for the analytical technique we used Fourier integrals to obtain analytical solutions of the density and the frequency functions. Computational procedures are also included to illustrates the implementations’ of the developments for analytical as well as numerical computations
Keywords: Computation procedure, Fourier integrals, Integral equations of the Astrostatistics, Least Sqare, numerical computions
