Motivated by Eremenko?s accomplisshment of a Picard-type theorem [Period Math
Hung. 38 (1999), pp.39-42.], we study the normality of families of
holomorphic mappings of several complex variables into PN(C) for moving
hypersurfaces located in general position. Our results generalize and
complete previous results in this area, especially the works of Dufresnoy,
Tu-Li, Tu-Cao, Yang-Fang-Pang and the recent work of Ye-Shi-Pang.