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On Humbert Matrix Function (/Psi)1(A,B, C'; Z,W)Of Two Complex Variables Under Differential Operator
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نویسنده
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Rida S. Z. ,Abul-Dahab M. ,Saleem M. A. ,Mohamed M. T.
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منبع
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International Journal Of Industrial Mathematics - 2010 - دوره : 2 - شماره : 3 - صفحه:167 -179
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چکیده
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This paper deals with the study of the humbert function with matrix arguments the convergent properties, an integral representation of (/psi)1(a,b, c'; z,w)and contiguous function relations are presented. some results are obtained from operating the differential operator d on humbert matrix function. moreover a solution of certain partial differential equation is given.
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کلیدواژه
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Humbert'S Matrix Functions; Integral Form; Contiguous Function Relations; Hypergeometric Matrix Differential Equation; Differential Operator
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آدرس
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South Valley University, Faculty Of Science, Department Of Mathematics, Egypt, South Valley University, Faculty Of Science, Department Of Mathematics, Egypt, Sohag University, Faculty Of Science, Department Of Mathematics, Egypt, Assiut University, Faculty Of Education (New Valley), Department Of Mathematics And Science, Egypt
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پست الکترونیکی
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m_aboeldahab@yahoo.com
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Authors
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