Uniqueness for the difference monomials of $\rm{P}$-adic entire functions

UDC 517.53 First of all, we indicate a severe error in the analysis of the main results of both Chakraborty [Ukr. Math. J., <strong>72</strong>, No. 11, 1794–1806 (2021)] and Chakraborty–Chakraborty [Ukr. Math. J., <strong>72</strong>, No. 7, 1164–1174 (2020)], to show that both these papers cease to be true. Further, pertinent to the results of these two papers, we deal with the unique range set of a meromorphic function over a non-Archimedean field with the smallest possible weights 0 and 1 under the aegis of its most generalized form to improve the existing result.

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Uniqueness for the difference monomials of $\rm{P}$-adic entire functions

Cited by 3 publications

References 19 publications

Subsequent Investigations of the Least Cardinalities of Unique Range Set for Two Minimum Weights Over a Non-Archimedean Field

Subsequent Investigations of the Least Cardinalities of Unique Range Set for Two Minimum Weights Over a Non-Archimedean Field

On the Extended Class of SUPM and Their Generating URSM Over Non-Archimedean Field

Subsequent investigations of the least cardinalities of unique range set for two minimum weights over a non-Archimedean field

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