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This paper is to consider the generalized Fermat difference equations with different types which ever considered by Li \cite{li}, Ishizaki and Korhonen \cite{IK}, Zhang \cite{zhangjie} and Liu \cite{liuk4,11,1177,liu}, respectively. Some new observations and results on these equations will be given.
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참고문헌 (15)
참고문헌 신청
G. G. Gundersen / 2004 / The strength of Cartan's version of Nevanlinna theory / Bull. London Math. Soc 36(4):433~454
R. G. Halburd / 2006 / Nevanlinna theory for the difference operator / Ann. Acad. Sci. Fenn. Math 31(2):463~478
R. Halburd / 2014 / Holomorphic curves with shift-invariant hy-perplane preimages / Trans. Amer. Math. Soc 366(8):4267~4298
Katsuya Ishizaki / 2018 / Meromorphic Solutions of Algebraic Difference Equations / Constructive Approximation 48(3):371~384
D. -I. Kim / 2005 / Waring's problem for linear polynomials and Laurent polynomials / Rocky Mountain J. Math 35(5):1533~1553
R. G. Halburd / 2006 / Nevanlinna theory for the difference operator / Ann. Acad. Sci. Fenn. Math 31(2):463~478
R. Halburd / 2014 / Holomorphic curves with shift-invariant hy-perplane preimages / Trans. Amer. Math. Soc 366(8):4267~4298
Katsuya Ishizaki / 2018 / Meromorphic Solutions of Algebraic Difference Equations / Constructive Approximation 48(3):371~384
D. -I. Kim / 2005 / Waring's problem for linear polynomials and Laurent polynomials / Rocky Mountain J. Math 35(5):1533~1553
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