Papers - GFT Registry

Toeplitz determinants of Logarithmic coefficients for Starlike and Convex functions

Surya Giri, S. Sivaprasad Kumar · 2023 arXiv ↗

7 theorems Janowski starlike close-to-convex p-valent image processing signal processing quantum

Univalence of horizontal shear of Cesàro type transforms

Swadesh Kumar Sahoo, Sheetal Wankhede · 2023 arXiv ↗

11 claims 17 theorems close-to-convex harmonic univalent

Univalent Functions involving Generalized Hypergeometric Series

K. Chandrasekran, D. J. Prabhakaran · 2023 arXiv ↗

20 theorems

Universal convexity and range problems of shifted hypergeometric functions

Toshiyuki Sugawa, Li-Mei Wang, Chengfa Wu · 2023 arXiv ↗

13 theorems cryptography

Zalcman functional of logarithmic coe¨cients of

Adam Lecko, Barbara Śmiarowska · 2023 link ↗

8 theorems

Φ-like analytic functions associated with a vertical domain

Serkan Araci, K. R. Karthikeyan, G. Murugusundaramoorthy and Bilal Khan · 2023 link ↗

meromorphic starlike bi-univalent close-to-convex

Математичнi Студiї. Т.59, №1

Nafya Hameed Mohammed · 2023 link ↗

8 theorems close-to-convex

"Upper bounds of Toeplitz determinants for a subclass of alpha-close-to-convex functions"

", ANAND KUMAR JHA, Pravati Sahoo · 2022 link ↗

6 theorems bi-univalent close-to-convex

A Conjecture on $H_3(1)$ For Certain Starlike Functions

Neha Verma, S. Sivaprasad Kumar · 2022 arXiv ↗

11 claims 6 theorems Ma-Minda starlike Bazilevič

A Study of Fourth Hankel

Neelam Khan, Nazar Khan, Basem Aref Frasin, Mirajul Haq, Bilal Khan · 2022 link ↗

15 theorems close-to-convex

A certain Subclass of Meromorphically Multivalent Q-Starlike Functions Involving Higher-Order Q-Derivatives

Mustafa I. Hameed, Muna H. Ali, Buthyna Najad Shihab · 2022 link ↗

close-to-convex q-starlike

A correct proof of logarithmic coefficients for Janowski type $(j,k)$-symmetric starlike functions

Navneet Lal Sharma · 2022 arXiv ↗

2 theorems Janowski starlike

An extremal problem for odd univalent polynomials

Dmitriy Dmitrishin, Daniel Gray, Alexander Stokolos, Iryna Tarasenko · 2022 arXiv ↗

3 theorems typically real

An. S¸t. Univ. Ovidius Constant¸a

Daniel Breaz, Adriana Cătaş, Luminiţa-Ioana Cotîrlă · 2022 link ↗

7 theorems close-to-convex

BOUNDEDNESS, UNIVALENCE AND QUASICONFORMAL EXTENSION OF ROBERTSON FUNCTIONS

Ikkei Hotta, Li-Mei Wang · 2022 arXiv ↗

5 claims 3 theorems spirallike

Based on a family of bi-univalent functions introduced through the Faber polynomial expansions and Noor integral operator

Fethiye Müge Sakar, Arzu Akgül · 2022 link ↗

bi-univalent close-to-convex

Coefficient Bounds for the Functions in the Class of Sigmoid Function

Bello · 2022 link ↗

5 theorems

Coefficient invariances of Convex functions

Derek K. Thomas · 2022 arXiv ↗

Coefficient problems for certain Close-to-Convex Functions

Mridula Mundalia, S. Sivaprasad Kumar · 2022 arXiv ↗

5 theorems close-to-convex p-valent medical imaging

Coefficient problems of a class of q-starlike functions associated with q-analogue of Al-Oboudi-Al-Qahtani integral operator and nephroid domain

Ayotunde Olajide Lasode and Timothy Oloyede Opoola · 2022 link ↗

bi-univalent close-to-convex q-starlike

Convolution conditions for two subclasses of analytic functions defined by Jackson

Fatma Z. El-Emam · 2022 link ↗

9 theorems q-starlike

FACTA UNIVERSITATIS (NIˇS)

Halit Orhan, G. Murugusundaramoorthy, Murat Çağlar · 2022 link ↗

8 theorems bi-univalent

Fekete–Szegö problem for Bavrin’s functions and close-to-starlike mappings in

Renata Długosz · 2022 link ↗

3 theorems close-to-convex

GAUSSIAN INTEGRAL MEANS OF ENTIRE FUNCTIONS: LOGARITHMIC CONVEXITY AND CONCAVITY

Chunjie Wang, Jie Xiao · 2022 arXiv ↗

9 theorems

Geometric Versions of Schwarz's Lemma for Spherically Convex Functions

Maria Kourou, Oliver Roth · 2022 arXiv ↗

12 theorems

Gulf Journal of Mathematics

Swamy SR, Waggas Galib Atshan · 2022 link ↗

8 theorems bi-univalent

Hankel determinant of type $H_{2}(3)$ for inverse functions of some classes of univalent functions with missing second coefficient

Milutin Obradović, Nikola Tuneski · 2022 arXiv ↗

2 theorems

Hankel determinants for starlike functions

Amina Riaz, Mohsan Raza · 2022 link ↗

6 theorems close-to-convex

Hermitian-Toeplitz determinants for certain univalent functions

Surya Giri, S. Sivaprasad Kumar · 2022 arXiv ↗

8 theorems Janowski starlike close-to-convex strongly starlike signal processing

J. Math. Computer Sci., 26 (2022), 379–394

P. Long, G. Murugusundaramoorthy, Han-Qi Tang, W. Wang · 2022 link ↗

11 theorems bi-univalent close-to-convex

Indexed Papers