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Relations Between the Matrix Algebraic Factorized Type Solutions at Different Singular Points for Generalized Hypergeometric Functions of Type p 1Fp
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D. METİN And G. TAŞKIN KAYA, "Relations Between the Matrix Algebraic Factorized Type Solutions at Different Singular Points for Generalized Hypergeometric Functions of Type p 1Fp," Applied Numerical Analysis Computational Mathematics , vol.2, no.2, pp.227-237, 2005

METİN, D. And TAŞKIN KAYA, G. 2005. Relations Between the Matrix Algebraic Factorized Type Solutions at Different Singular Points for Generalized Hypergeometric Functions of Type p 1Fp. Applied Numerical Analysis Computational Mathematics , vol.2, no.2 , 227-237.

METİN, D., & TAŞKIN KAYA, G., (2005). Relations Between the Matrix Algebraic Factorized Type Solutions at Different Singular Points for Generalized Hypergeometric Functions of Type p 1Fp. Applied Numerical Analysis Computational Mathematics , vol.2, no.2, 227-237.

METİN, DEMİRALP, And Gülşen Taşkın Kaya. "Relations Between the Matrix Algebraic Factorized Type Solutions at Different Singular Points for Generalized Hypergeometric Functions of Type p 1Fp," Applied Numerical Analysis Computational Mathematics , vol.2, no.2, 227-237, 2005

METİN, DEMİRALP And TAŞKIN KAYA, Gülşen T. . "Relations Between the Matrix Algebraic Factorized Type Solutions at Different Singular Points for Generalized Hypergeometric Functions of Type p 1Fp." Applied Numerical Analysis Computational Mathematics , vol.2, no.2, pp.227-237, 2005

METİN, D. And TAŞKIN KAYA, G. (2005) . "Relations Between the Matrix Algebraic Factorized Type Solutions at Different Singular Points for Generalized Hypergeometric Functions of Type p 1Fp." Applied Numerical Analysis Computational Mathematics , vol.2, no.2, pp.227-237.

@article{article, author={DEMİRALP METİN And author={Gülşen Taşkın Kaya}, title={Relations Between the Matrix Algebraic Factorized Type Solutions at Different Singular Points for Generalized Hypergeometric Functions of Type p 1Fp}, journal={Applied Numerical Analysis Computational Mathematics}, year=2005, pages={227-237} }