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On the Order and Type of Integral Functions of several Complex Variables


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1 Mangalwarpeth, Dharwad, India
     

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Let f(z1,z2) = Σ amnzm1zn2

be a function of two complex variables z1 and z2, where the coefficients amn are complex numbers. The series (1.1) represents an integral function of two variables z1, z2, if it converges absolutely for all values of |z1| < ∞ and |z2| < #8734;.


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  • On the Order and Type of Integral Functions of several Complex Variables

Abstract Views: 226  |  PDF Views: 0

Authors

S. S. Dalal
Mangalwarpeth, Dharwad, India

Abstract


Let f(z1,z2) = Σ amnzm1zn2

be a function of two complex variables z1 and z2, where the coefficients amn are complex numbers. The series (1.1) represents an integral function of two variables z1, z2, if it converges absolutely for all values of |z1| < ∞ and |z2| < #8734;.