Titre : A result on Bruck Conjecture related to Shift Polynomials 

Auteurs : B. Narasimha Rao, Shilpa N.,  

Revue : Advances in Pure and Applied Mathematics 

Numéro : Issue 3 (June 2022) 

Volume : 13 

Date : 2022/06/1 

DOI : 10.21494/ISTE.OP.2022.0839 

ISSN : 1869-6090 

Résumé : This paper mainly concerns about establishing the Bruck conjecture for differential-difference polynomial generated by an entire function. The polynomial considered is of finite order and involves the entire function $$$f(z)$$$ and its shift $$$f(z + c)$$$ where $$$c \in ℂ$$$. Suitable examples are given to prove the sharpness of sharing exceptional values of Borel and Nevanlinna. 

Éditeur : ISTE OpenScience