Hong-Yan Xu, Jin Tu, Xiu-Min Zheng
Abstract
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Combining difference and $q$-difference equations, we study the properties of meromorphic solutions of $q$-shift difference equations from the point of view of value distribution. We obtain lower bounds for the Nevanlinna lower order for meromorphic solut
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Combining difference and $q$-difference equations, we study the properties of meromorphic solutions of $q$-shift difference equations from the point of view of value distribution. We obtain lower bounds for the Nevanlinna lower order for meromorphic solut
Key concepts: Meromorphic function, Mathematics, Nevanlinna theory, Order (exchange), Point (geometry), Distribution (mathematics), Value (mathematics), Mathematical analysis