Coefficient Inequality for Close Tostarlike Functions Constructed Using Inverse Starlike Classes

Basanta Kr Sahariah

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1704118PublishedVol 6 · Issue 8

Coefficient Inequality for Close Tostarlike Functions Constructed Using Inverse Starlike Classes

Basanta Kr Sahariah

Subject area: Science,Engineering and Technology · Area of research: Geometric Function Theory

Abstract

Here we will discuss a newly constructed class of analytic functions and its subclasses by which we will be obtaining sharp upper bounds of the functional |a_3-?a_2^2 | for the analytic function f(z)= z+ ?_(n=2)^??a_n z^n,|z|<1 belonging to these classes and subclasses.

Keywords

Univalent functions, Starlike functions, Inverse Starlike functions and bounded functions, Convex functions, Principle of Subordination, Coefficient inequality.

How to cite this paper

Basanta Kr Sahariah "Coefficient Inequality for Close Tostarlike Functions Constructed Using Inverse Starlike Classes" Iconic Research And Engineering Journals Volume 6 Issue 8 2023 Page 161-166

Basanta Kr Sahariah "Coefficient Inequality for Close Tostarlike Functions Constructed Using Inverse Starlike Classes" Iconic Research And Engineering Journals, vol. 6, no. 8, Feb. 2023

Basanta Kr Sahariah (2023). Coefficient Inequality for Close Tostarlike Functions Constructed Using Inverse Starlike Classes. Iconic Research And Engineering Journals, 6(8).

Basanta Kr Sahariah "Coefficient Inequality for Close Tostarlike Functions Constructed Using Inverse Starlike Classes" Iconic Research And Engineering Journals, vol. 6, no. 8, Feb. 2023.

@article{1704118,
      author = {Basanta Kr Sahariah},
      title = {Coefficient Inequality for Close Tostarlike Functions Constructed Using Inverse Starlike Classes},
      journal = {Iconic Research And Engineering Journals},
      year = {2023},
      volume = {6},
      number = {8},
      pages = {161-166},
      issn = {2456-8880},
      url = {https://www.irejournals.com/formatedpaper/1704118.pdf},
      abstract = {Here we will discuss a newly constructed class of analytic functions and its subclasses by which we will be obtaining sharp upper bounds of the functional |a_3-?a_2^2 | for the analytic function f(z)= z+ ?_(n=2)^??a_n  z^n,|z|<1 belonging to these classes and subclasses.},
      keywords = {Univalent functions, Starlike functions, Inverse Starlike functions and bounded functions, Convex functions, Principle of Subordination, Coefficient inequality.},
      month = {February},
  }