On The Quotient Function of Entire Function Represented By Dirichlet Series of Two Complex Variables

  • Aseel Hameed Abed Sadaa Department of Mathematics, Collegeof Basic Education, Mustansiriha University, Baghdad, Iraq
Keywords: Entire Function

Abstract

The object of this paper is study  a  few  result  involving the maximum term and the rank of the maximum term of entire function represented by Dirichlet series.

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References

S.Daoud,"Entire Functions Represented By Dirichlet Series Of Two Complex Variables", PortugaliaeMathematica 43(4),1985,pp:407-415.

J.S.Gupta, Bala andShakti,"Growth numbers of entire functions defined by DirichletSeries",Bull.Soc.Math .Grece , 14(1973),pp:19-24.

Q.I.Rahman ,"On the maximum modulus and the coefficients of an entire Dirichletseries" , Tohku Math.J,8(1956),pp:108-113.

F.Q.Salimov,"On (R) Growth Of Entire Functions Represented By Dirichlet series",Caspian Journal of Applied Mathematics, Ecology and

Economics,V.2,No.2,(2014), pp:3-14.

R.P.Srivastava ,"On the entire functions and their derivatives represented by Dirichletseries",Ganita,(1958),pp:83-93.

R.S.L.Srivastavaand J.S.Gupta,"On the maximum term of integral function defined by Dirichlet series",Math.Ann.,174(1967),pp:240-246.

Published
2018-03-30
How to Cite
Abed Sadaa, A. (2018). On The Quotient Function of Entire Function Represented By Dirichlet Series of Two Complex Variables. Journal of Progressive Research in Mathematics, 13(2), 2263-2268. Retrieved from http://scitecresearch.com/journals/index.php/jprm/article/view/1451
Issue
Vol 13 No 2: JPRM
Section
Articles

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