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In our work we have derived some summation formulae with the help of contiguous relation . However, the formulae presented herein may be further developed to extend the work .Thus we can only hope that the development presented in this work will stimulate further interest and research in this important area of classical special functions. Just as the mathematical properties of the Gauss hypergeometric function are already of immense and significant utility in mathematical sciences and numerous other areas of pure and applied mathematics, the elucidation and discovery of the formula of…mehr

Produktbeschreibung
In our work we have derived some summation formulae with the help of contiguous relation . However, the formulae presented herein may be further developed to extend the work .Thus we can only hope that the development presented in this work will stimulate further interest and research in this important area of classical special functions. Just as the mathematical properties of the Gauss hypergeometric function are already of immense and significant utility in mathematical sciences and numerous other areas of pure and applied mathematics, the elucidation and discovery of the formula of hypergeometric functions considered herein should certainly eventually prove useful to further developments in the broad areas alluded to above.
Autorenporträt
Mr. Salah Uddin has obtained his M.Sc degree in Mathematics in 1997 and M.Tech degree in computer sciences in 2006. Since then he has absorbed in research works in the field of computational Mathematics. He has more than 100 published research papers in international referred journals and more than 20 projects.