Difference analogue of second main theorems for meromorphic mapping into algebraic variety
  In this paper, we prove some difference analogue of second main theorems of
meromorphic mapping from Cm into an algebraic variety V intersecting a finite
set of fixed hypersurfaces in subgeneral position. As an application, we prove
a result on algebraically degenerate of holomorphic curves intersecting
hypersurfaces and difference analogue of Picard's theorem on holomorphic
curves. Furthermore, we obtain a second main theorem of meromorphic mappings
intersecting hypersurfaces in N-subgeneral position for Veronese embedding in
Pn(C) and a uniqueness theorem sharing hypersurfaces.
