🧭 New here?
Take a guided tour of the site.

Indexed Papers

1088 papers · 1039 GFT claims · 10796 theorems extracted · 1951–2026

2 1950s 6 1960s 9 1970s 33 1980s 25 1990s 70 2000s 468 2010s 470 2020s
8 papers · bounded turning · 2020s Page 1 of 1
Sharp Coefficient Estimates for Analytic Functions Subordinate to the Cusp Domain: Theory and Image Processing Applications
El-Ityan, Tayyah, Alsalihi, Frasin, Lupaş · 2026 link ↗
13 claims 13 theorems Janowski starlike close-to-convex strongly starlike coefficient-bounds image processing machine learning
Sharp Coefficient Estimates for the Exponential Starlike class
Pradip Das and Nabadwip Sarkar · 2026 arXiv ↗
13 claims 9 theorems close-to-convex spirallike bounded turning
Results on Logarithmic Coefficients for the Class of Bounded Turning Functions
Sanju Mandal, Molla Basir Ahamed · 2025 arXiv ↗
6 theorems close-to-convex strongly starlike bounded turning
The Third Hankel determinant for inverse coefficients of bounded turning functions
Mohsan Raza, Nikola Tuneski · 2025 arXiv ↗
3 theorems bounded turning
Second Hankel determinant of logarithmic coefficients of inverse functions in certain classes of univalent functions
Sanju Mandal, Molla Basir Ahamed · 2023 arXiv ↗
5 theorems close-to-convex starlike/convex of order strongly starlike
Third Hankel Determinant For A Class Of Starlike Functions Associated With Exponential Function
Kunal Joshi, S. Sivaprasad Kumar · 2022 arXiv ↗
2 claims 2 theorems q-starlike bi-univalent close-to-convex
Improved bounds of the third Hankel determinant for classes of univalent functions with bounded turning
Milutin Obradović, Nikola Tuneski, Pawel Zaprawa · 2020 arXiv ↗
4 claims 4 theorems bounded turning
Improved upper bound of third order Hankel determinant for Ozaki close-to-convex functions
Milutin Obradović, Nikola Tuneski · 2020 arXiv ↗
4 claims 4 theorems close-to-convex bounded turning
📄 Submit a paper for indexing
Paper URL (arXiv, Springer, MDPI, AIMS, etc.)
↑↓ navigate↵ openesc close
✦ You're explorer #5,237 to wander the registry - thanks for stopping by. Tell us what you'd like to see →
💬 Feedback