Uniqueness Theorems for Differential Polynomials Sharing a Small Function
Author:
Publisher
Springer Science and Business Media LLC
Subject
Applied Mathematics,Computational Theory and Mathematics,Analysis
Link
http://link.springer.com/article/10.1007/s40315-017-0198-y/fulltext.html
Reference27 articles.
1. An, T.T.H., Diep, N.T.N.: Genus one factors of curves defined by separated variable polynomials. J. Number Theory 133, 2616–2634 (2013)
2. An, T.T.H., Wang, J.T.-Y.: Uniqueness polynomials for complex meromorphic functions. Int. J. Math. 13(10), 1095–1115 (2002)
3. An, T.T.H., Wang, J.T.Y., Wong, P.M.: Strong uniqueness polynomials: the complex case. Complex Var. 49(1), 25–54 (2004)
4. Avanzi, R.M., Zannier, U.M.: Genus one curves defined by separated variable polynomials and a polynomial Pell equation. Acta Arith. 99(3), 227–256 (2001)
5. Avanzi, R.M., Zannier, U.M.: The equation $$f(X)=f(Y)$$ f ( X ) = f ( Y ) in rational functions $$X=X(t)$$ X = X ( t ) , $$Y=Y(t)$$ Y = Y ( t ) . Compos. Math. 139(3), 263–295 (2003)
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1. Uniqueness of Meromorphic Function for Differential Polynomials Sharing a Small Function;2023 IEEE/ACIS 23rd International Conference on Computer and Information Science (ICIS);2023-06-23
2. A Lemma about Meromorphic Functions Sharing a Small Function;Computational Methods and Function Theory;2021-05-05
3. Normality and Uniqueness Property of Meromorphic Function in Terms of Some Differential Polynomials;Vietnam Journal of Mathematics;2021-01-06
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