Search
Search Results
-
-
Majorization problems for class of q-starlike functions
Considering the most recent developments in quantum calculus and its numerous uses in physics and applied mathematics, this topic has inspired and...
-
Bounds on Hermitian-Toeplitz and Hankel determinants for strongly starlike functions
The sharp upper and lower bounds on the Hermitian-Toeplitz determinant of third order are computed for the classes of strongly starlike functions,...
-
Hermitian-Toeplitz determinants and some coefficient functionals for the starlike functions
In this paper, we have determined the sharp lower and upper bounds on the fourth-order Hermitian-Toeplitz determinant for starlike functions with...
-
-
On a Simple Sufficient Condition for the Uniform Starlikeness
The aim of this paper is to prove the theorem which generates many examples of functions belonging to a geometrically defined class of uniformly...
-
Some properties of starlike functions subordinate to k-Pell–Lucas numbers
In this current work, we introduce a subfamily of analytic functions endowed with k -Pell–Lucas numbers. The radius problems, basic geometric...
-
New Trends in Geometric Function Theory
This chapter is a comprehensive survey about the study and recent developments in the area of geometric function theory. The definitions of certain... -
Starlike functions and higher order differential subordinations
In the present investigation, a third order differential subordination result of Antonino and Miller (Complex Var Ellipt Equ 56(5):439–454, 2011) has...
-
-
-
Coefficient bounds and differential subordinations for analytic functions associated with starlike functions
The aim of the present paper is to study some coefficient problems for certain classes associated with starlike functions such as sharp bounds for...
-
Radius Estimates for Three Leaf Function and Convex Combination of Starlike Functions
We study radii problems for the class \(\mathcal {S}^*_{3 \mathcal {L}}\) consisting of normalized analytic functions f in the unit disk with... -
-