1 results
ON UNICITY OF MEROMORPHIC SOLUTIONS TO DIFFERENCE EQUATIONS OF MALMQUIST TYPE
- Part of
-
- Journal:
- Bulletin of the Australian Mathematical Society / Volume 93 / Issue 1 / February 2016
- Published online by Cambridge University Press:
- 05 August 2015, pp. 92-98
- Print publication:
- February 2016
-
- Article
-
- You have access
- Export citation
-
In this note, we prove a uniqueness theorem for finite-order meromorphic solutions to a class of difference equations of Malmquist type. Such solutions
$f$ are uniquely determined by their poles and the zeros of 
$f-e_{j}$ (counting multiplicities) for two finite complex numbers 
$e_{1}\neq e_{2}$.
