Inclusion and neighborhood properties for certain classes of multivalently analytic functions associated with the convolution structure.
Inequalities and Asymptotic Formulae for the Three Parametric Mittag-Leffler Functions
MSC 2010: 33E12, 30A10, 30D15, 30E15We consider some families of 3-index generalizations of the classical Mittag-Le²er functions and study the behaviour of these functions in domains of the complex plane. First, some inequalities in the complex plane and on its compact subsets are obtained. We also prove an asymptotic formula for the case of "large" values of the indices of these functions. Similar results have also been obtained by the author for the classical Bessel functions and their Wright's...
Inequalities arising out of the value distribution of a differential monomial.
Inequalities concerning polar derivative of polynomials
In this paper we obtain certain results for the polar derivative of a polynomial [...] , having all its zeros on [...] which generalizes the results due to Dewan and Mir, Dewan and Hans. We also obtain certain new inequalities concerning the maximum modulus of a polynomial with restricted zeros.
Inequalities for the polar derivative of a polynomial.
Inequalities of Grunsky-Nehari type for pairs of vector functions
Inequalities of Littlewood-Paley type, multipliers and radial growth of the derivative and analytic functions.
Integral mean estimates for polynomials whose zeros are within a circle.
Isoperimetric inequality for torsional rigidity in the complex plane.