93 research outputs found

    SOME GROWTH ANALYSIS OF ENTIRE FUNCTION ON THE BASIS OF THEIR MAXIMUM TERM AND GENERALIZED RELATIVE (α,β)-ORDER

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    The main aim of this paper is to study some growth properties of entire functions on the basis of their maximum terms and generalized relative (α,β)-order

    Growth of (α,β,γ)(\alpha ,\beta ,\gamma )-order solutions of linear differential equations with entire coefficients

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    The main aim of this paper is to study the growth of solutions of higher order linear differential equations using the concepts of (α,β,γ)(\alpha ,\beta ,\gamma )-order and (α,β,γ)(\alpha ,\beta ,\gamma )-type. We obtain some results which improve and generalize some previous results of Kinnunen \cite{13}, Long et al. \cite{L} as well as Bela\"{\i}di \cite{b3}, \cite{b5}.Comment: 21 page

    Generalized Order (α,β) Oriented Some Growth Properties of Composite Entire Functions

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    In this paper we establish some results relating to the growths of composition of two entire functions with their corresponding left and right factors on the basis of their generalized order (α,β) and generalized lower order (α,β) where α and β are continuous non-negative functions on (−∞,+∞)

    On LL^*-proximate order of meromorphic function

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    In this paper we introduce the notion of LL^{* }-proximate order of meromorphic function and prove its existence

    ON THE COMPARATIVE GROWTH ANALYSIS OF DIFFERENTIAL POLYNOMIALS DEPENDING UPON THEIR RELATIVE ORDERS, RELATIVE TYPE AND RELATIVE WEAK TYPE

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    In this paper the comparative growth properties of composition of entireand meromorphic functions on the basis of their relative orders (relative lowerorders), relative types and relative weak types of differential polynomialsgenerated by entire and meromorphic functions have been investigated
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