Study of Generalized Inverse Trigonometric Functions of Fourier Series Based on Floor Function

Study of Generalized Inverse Trigonometric Functions of Fourier Series Based on Floor Function

Authors

  • Anter Ali AL-saiyad Dept. of Math., Faculty of Education, Aden University, Yemen
  • Jehad Fadhel Ali AL-Dderbi Dept. of Math., Faculty of Education, Laheg University, Yemen

Keywords:

Floor Function, Fourier Series, Inverse Trigonometric Functions, Periodic Functions

Abstract

This paper is devoted for the study of certain generalized the inverse trigonometric functions in real numbers. We study on inverse trigonometric functions and periodic functions by their Fourier series. At the end of this paper, we got new identicals that represents a generalization of the inverse trigonometric functions.

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Published

23-07-2024

How to Cite

AL-saiyad, A. A., & AL-Dderbi, J. F. A. (2024). Study of Generalized Inverse Trigonometric Functions of Fourier Series Based on Floor Function. Journal of the Faculties of Education - University of Aden, 18(1), 260–267. Retrieved from https://jef.adenuniv.net/index.php/jef/article/view/59

Issue

Vol. 18 No. 1 (2024)

Section

Articles

License

Copyright (c) 2024 Journal of the Faculties of Education - University of Aden

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