Sandwich Results for Holomorphic Functions Related to an Integral Operator
Abstrak
In this paper, we introduce a new logarithmic integral operator that unifies differentiation and fractional integration within the complex domain. The present work addresses this gap by applying the proposed operator to analytic functions represented by alternating power series. The method demonstrates that the coefficients can be reorganized in a controlled manner without affecting convergence or analytic behavior. Using this framework, we derive third-order differential subordination and superordination results, which naturally lead to corresponding sandwich-type results. The findings confirm that the introduced operator offers an effective analytical tool for studying distortion, growth, and mapping properties of analytic functions, with promising potential for future applications in fluid mechanics.
Topik & Kata Kunci
Penulis (4)
Amal Mohammed Darweesh
Adel Salim Tayyah
Sarem H. Hadi
Alina Alb Lupaş
Akses Cepat
PDF tidak tersedia langsung
Cek di sumber asli →- Tahun Terbit
- 2026
- Sumber Database
- DOAJ
- DOI
- 10.3390/fractalfract10030171
- Akses
- Open Access ✓