Vũ Hoài An

Publications

1. Ha Huy Khoai, Vu Hoai An, Nguyen Xuan Lai, Strong uniqueness polynomials of degree 6 and unique range sets for powers of meromorphic functions, International Journal of Mathematics (accepted paper)

2. Ha Huy Khoai, Vu Hoai An, Nguyen Xuan Lai, Value-sharing and uniqueness problems for non-Archimedean differential polynomials in several variables, Complex Variables and Elliptic Equations 63 2018 233-249

3. Ha Huy Khoai, Vu Hoai An, and Pham Ngoc Hoa, On functional equations for meromorphic functions and applications, Archiv der Mathematik 109 2017 539–549

4. Vu Hoai An and Pham Ngoc Hoa, On the uniqueness problem of non Archimedean meromorphic functions and their differential polynomials, Annales Univ.Sci.Budapest, Sect. Comp, (46) (2017) (accepted).

5. Vu Hoai An, Pham Ngoc Hoa, and Ha Huy Khoai, Value sharing problems for differential and difference polynomials of meromorphic functions in a non-Archimedean field, p-Adic Numbers, Ultrametric Analysis and Applications, 9(2017), No. 1, 1-14.

6. Ha Huy Khoai, Vu Hoai An, and Pham Ngoc Hoa, On functional equations for meromorphic functions and applications, Arch. Math, Springer International Publishing AG DOI 10.1007/s00013- 017-1093-5, 2017.

7. Ha Huy Khoai, Vu Hoai An and Nguyen Xuan Lai, Value sharing and uniqueness problems non-Archimedean differential polynomials in several variables, Complex Variables and Elliptic Equations, 1-17, 2017.

8. Vu Hoai An and Le Quang Ninh, On functional equations of the FermatWaring type for non-Archimedean vectorial entire functions, Bull. Korean Math, 53(2016), No. 4 , 1185-1196.

9. Ha Huy Khoai, Vu Hoai An and Le Quang Ninh, Uniqueness Theorems for Holomorphic Curves with Hypersurfaces of Fermat- Waring Type, Complex Analysis and Operator Theory, 8(2014), 1747-1759.

10. Vu Hoai An and Ha Huy Khoai, Value-sharing problem for p-adic meromorphic functions and their difference operators and difference polynomials. Ukrainian Math. J. 64 (2012), No. 2, 163–185.

11. Ha Huy Khoai, Vu Hoai An and Nguyen Xuan Lai, Value sharing problem and uniqueness for p-adic meromorphic functions. Ann. Univ. Sci. Budapest. Sect. Comput. 38 (2012), 71–92.

12. Vu Hoai An and Le Thi Hoai Thu, Hayman conjecture for p-adic meromorphic functions in several variables. p-Adic Numbers Ultrametric Anal. Appl. 4 (2012), No. 3, 231–243.

13. Vu Hoai An and Le Quang Ninh, Uniqueness polynomials for linearly nondegenerate holomorphic curves. Interactions between real and complex analysis, 132–141, Sci. Technics Publ. House, Hanoi, 2012.

14. Vu Hoai An and Nguyen Xuan Lai, A uniqueness theorem for linearly nondegenerate non-Archimedean holomorphic curves. Interactions between real and complex analysis, 142–151, Sci. Technics Publ. House, Hanoi, 2012.

15. Vu Hoai An and Pham Ngoc Hoa, A version of the Hayman conjecture for p-adic several variables difference polynomials. Interactions between real and complex analysis, 152–161, Sci. Technics Publ. House, Hanoi, 2012.

16. Ha Huy Khoai and Vu Hoai An, Value distribution problem for p-adic meromorphic functions and their derivatives. Ann. Fac. Sci. Toulouse Math. (6) 20 (2011), Fascicule Spécial, 137–151.

17. Vu Hoai An and Tran Dinh Duc, Uniqueness theorems and uniqueness polynomials for holomorphic curves, Complex Variables and Elliptic Equations, 56 (2011), No.14, 253-262.

18. Vu Hoai An and Tran Dinh Duc, Uniqueness theorems and uniqueness polynomials for p-adic holomorphic curves. Acta Math. Vietnam. 33 (2008), No. 2, 181–195.

19. Vu Hoai An and Tran Dinh Duc, Uniqueness polynomials and bi-URS for p-adic meromorphic functions in several variables. Vietnam J. Math. 36 (2008), No. 2, 191–207.

20. Vu Hoai An and Doan Quang Manh, The “ABC” conjecture for p-adic entire functions of several variables. Southeast Asian Bull. Math. 27 (2004), No. 6, 959–972.

21. Vu Hoai An and Doan Quang Manh, On unique range sets for p-adic holomorphic maps. Vietnam J. Math. 31 (2003), no. 2, 241–247.

22. Ha Huy Khoai and Vu Hoai An, Value distribution for p-adic hypersurfaces. Taiwanese J. Math. 7 (2003), No. 1, 51–67.