ON UNIQUE RANGE SETS FOR HOLOMORPHIC MAPS SHARING HYPERSURFACES WITHOUT COUNTING MULTIPLICITY
HA TRAN PHUONG
Abstract
In 1975, Fujimoto showed a result on the unique range set counting multiplicity for meromorphic maps from to with hyperplanes. Here we will prove some sufficient conditions of unique range sets ignoring multiplicity for algebraically non-degenerate holomorphic maps with hypersurfaces.