Certain Subclass of k-Uniformly p-Valent Starlike and Convex Functions Associated with Fractional Derivative Operators

References (18)

1. 1 Multiple Gaussian hypergeometric series
2. 2 On the Theory of Univalent Functions [DOI]
3. 3 Univalent Functions with Negative Coefficients [DOI]
4. 4 Functions Starlike and Convex of Order α [DOI]
5. 5 On uniformly convex functions [DOI]
6. 6 On uniformly starlike functions [DOI]
7. 7 Uniformly convex functions [DOI]
8. 8 On starlike and convex functions of order α [DOI]
9. 9 A certain subclass of analytic functions associated with operators of fractional calculus [DOI]
10. 10 On Starlike Functions of Order α [DOI]
11. 11 Uniformly convex functions II [DOI]
12. 12 On a Subclass of Multivalent β-Uniformly Starlike and Convex Functions defined by a Linear Operator
13. 13 On certain problem in the class of k -starlike functions [DOI]
14. 14 ON UNIFORMLY CONVEX FUNCTIONS
15. 15 A subclass of analytic functions defined by using certain operators of fractional calculus [DOI]
16. 16 CONVEX CLASS OF STARLIKE FUNCTIONS
17. 17 An Extension to the Owa‐Srivastava Fractional Operator with Applications to Parabolic Starlike and Uniformly Convex Functions [DOI]
18. 18 Subordination results for the family of uniformly convex -valent functions.

Cited by 0

No indexed citations yet.

Related research

• Ostrowski Type Inequalities for Functions whose Derivatives are H-convex Via Fractional Integrals — shares topic coverage
• The General Subclasses of the Analytic Functions and Their Various Properties — shares topic coverage
• Refining the Submean Inequality for Subharmonic Functions — shares topic coverage
• A Refinement of Jensen's Inequality via Superquadratic Functions — shares topic coverage