The properties of solutions for several types of Painlevé equations concerning fixed-points, zeros and poles
Xu Hong Yan, Zheng Xiu Min
Open Mathematics · 2019
doi:10.1515/math-2019-0079 (opens in a new tab)
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Abstract
The purpose of this manuscript is to study some properties on meromorphic solutions for several types of q-difference equations. Some exponents of convergence of zeros, poles and fixed points related to meromorphic solutions for some q-difference equations are obtained. Our theorems are some extension and improvements to those results given by Qi, Peng, Chen, and Zhang.
Abstract licence: CC BY
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