2017Communications Faculty Of Science University of Ankara Series A1Mathematics and StatisticsOpen access

Some results on the comparative growth analysis of entire functions under the treatment of their maximum terms and generalized relative L*-orders

DATTA Sanjıb Kumar; BISWAS

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Abstract

In this paper we estimate some comparative growth properties of composition of entire functions in terms of their maximum terms on the basis of their generalized relative L* order (respectively generalized relative L* lower order ) with respect to another entire function

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In this paper we estimate some comparative growth properties of composition of entire functions in terms of their maximum terms on the basis of their generalized relative L* order (respectively generalized relative L* lower order ) with respect to another entire function

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Available abstract

In this paper we estimate some comparative growth properties of composition of entire functions in terms of their maximum terms on the basis of their generalized relative L* order (respectively generalized relative L* lower order ) with respect to another entire function

Key concepts: Mathematics, Basis (linear algebra), Function (biology), Order (exchange), Applied mathematics, Composition (language), Relative growth rate, Growth rate

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