The purpose of the paper is to introduce a new class of strong uniqueness polynomials with
the best possible answer to the question posed by the first author (Banerjee, Ann Acad Sci …

We investigate the uniqueness problems for meromorphic functions with higher multiplicities
of zeros and poles. As a consequence, we present a class of strong uniqueness polynomials …

Let\mathbb K be an algebraically closed field of characteristic zero, complete for a non-
Archimedean absolute value. In this paper, we give a new class of unique range sets for …

In this article, we investigate an extended class of strong uniqueness polynomial over non-
Archimedean field than that was recently studied by Khoai-An [-Adic Numb. Ultrametr. Anal …

In this paper, we prove the existence of non-critically injective polynomials whose set of
zeros form unique range sets that answers one of the most awaited and fundamental …

In [17] the authors showed the existence of subsets S⊂ C with 7 elements such that if a non-
constant meromorphic function f, having finitely many poles, and an L-function in the Selberg …

A NEW CLASS OF UNIQUE RANGE SETS FOR MEROMORPHIC FUNCTIONS IGNORING
MULTIPLICITY WITH 15 ELEMENTS Page 1 J. Math. Math. Sci. (2022) 103–115 A NEW …

arXiv:2211.00506v2 [math.CV] 18 Nov 2023 Page 1 arXiv:2211.00506v2 [math.CV] 18 Nov
2023 UNIQUENESS OF MEROMORPHIC FUNCTIONS THAT SHARE TWO SETS AMIT …

The paper presents a general characterization of unique range sets with least weight under
which all the existing results of unique range sets occur as a special case. Consequently …

In this paper, we exhibit the equivalence between different notions of unique range sets,
namely, unique range sets, weighted unique range sets and weak-weighted unique range …