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Generalized slow growth of special monogenic functions

Kumar S.

Journal of Applied Analysis

2016

Vol. 22, nr 1

67--79

In the present paper we study the generalized slow growth of special monogenic functions. The characterizations of generalized order, generalized lower order, generalized type and generalized lower type of special monogenic functions have been obtained in terms of their Taylor series coefficients.

Growth estimates of composite entire functions in the light of slowly changing functions based relative order, relative type and relative weak type

Datta S. K., Biswas T., Bhattacharyya S.

Fasciculi Mathematici

2015

Nr 54

59--74

In the paper we prove some growth properties of maximum term and maximum modulus of composition of entire functions on the basis of relative L*-order, relative L*-type and relative L*-weak type.