On the uniqueness and value distribution of entire functions with their derivatives Page 38 Math.
Combin. Book Ser. Vol. 2 (2020), 33-42 On the Uniqueness and Value Distribution of Entire …

In this paper taking a question in [1] into background we investigate the uniqueness of a non-
constant polynomial with the differential monomial generated by a non-constant mermorphic …

Inspired by numerous studies on the difference analogues of the Bruck's conjecture, in this
paper, we demonstrate the uniqueness of non-constant polynomial and a difference …

In this paper, we extend the Darboux frame field along a non-null curve lying on an
orientable non-null hypersurface into Minkowski space-time $\mathbb {E} _1^ 4$ in two …

Study on value distribution of L-functions sharing a small function Page 244 ITALIAN
JOURNAL OF PURE AND APPLIED MATHEMATICS–N. 46–2021 (234–244) 234 Study on …

Let f be a non-constant meromorphic function and let a= a⁢(z)(≢ 0,∞) be a small function of
f. Under certain essential conditions, we obtained a conclusion similar to the Brück …

arXiv:1802.06336v4 [math.CV] 9 Sep 2019 Page 1 arXiv:1802.06336v4 [math.CV] 9 Sep 2019
[Appeared in Tamkang Journal of Mathematics(TKJM)] UNIQUENESS OF POWER OF A …

In this paper, we study the problem concerning meromorphic functions sharing a small
function with weight $ l\geq 0$ and present one theorem which extends a results due to …

Let $ f $ be a non-constant meromorphic function in the open complex plane $\mathbb {C} $.
In this paper we prove under certain essential conditions that $ R (f) $ and $ P [f] $, rational …

Results on uniqueness of meromorphic functions weighted-sharing a set of roots of unity Page
1 © Results on uniqueness of meromorphic functions weighted-sharing a set of roots of unity …