Investigations to some open problems from the theory of univalent & multivalent functions
Some estimates of the growth of analysic functions represented by Dirichlet series
study in the growth properties & mean values of analysic functions
study in the growth properties & mean values of entire functions with index pairs (p,Q)
On certaoin classes of analytic functions in the unit disc
Application of functional analysis to the problems of magneto-hydrodynamics
Generalized edge covering & related problems
Finite operator calculus and some Appell and Sheffer sets of polynomials
Study of Fourier transforms: Fourier type integral operators & their applications
On generalised transforms
Some problems in bitopological spaces
Study of o[erations on Banach & Hilbert spaces
Certain locally convex spaces of analytic Dirichlet transforms
Functional analytic approach to the study of integral transforms and their applications to the problems of elasticity
Some results on fixed points in metric and Banach spaces
Linear isometrics and linear isomorphisms of some function spaces
Essential numerical ranges and essential spectra of Hilbert space operators
Coincidence theorems for mappings from spheres borsuk sets
Operators Satisfying growth condition
Centroid operators & conditions implying normality