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- Title
VALUE DISTRIBUTION OF DIFFERENCE POLYNOMIALS OF MEROMORPHIC FUNCTIONS.
- Authors
B., NARASIMHA RAO; N., SHILPA; KUMAR, SANDEEP
- Abstract
In this article, we establish the an inequality (Milloux inequality) about the nonlinear difference monomials of the form m Ψ(z)= Δηjf(z) kj, (1) j=0 m where ηj ∈ C, at least one of the ηj = 0 for j = 1, 2 · · · m and K = kj, j=0 k0, k1, · · ·, km ∈ N. As an application of the inequality, we also investigate the value distribution of some difference monomials and polynomials, where f (z) being a transcendental meromorphic function.
- Subjects
MEROMORPHIC functions; NONLINEAR difference equations; TRANSCENDENTAL functions; POLYNOMIALS; NEVANLINNA theory
- Publication
Electronic Journal of Mathematical Analysis & Applications, 2023, Vol 11, Issue 1, p59
- ISSN
3009-6731
- Publication type
Article
- DOI
10.21608/ejmaa.2023.284572