Abstract
In this paper, some properties about the behavior of growth of logarithmic differences of meromorphic functions are obtained, we prove also some relations between the exponent of convergence of meromorphic functions and the growth of their logarithmic differ-ences. In addition, we give some applications in complex difference equations and uniqueness theory.
Cuvinte cheie
Difference Nevanlinna theory
Linear difference equations
Logarithmic differences
Meromorphic functions