  This article deals with the multiple values and algebraic dependences problem
of meromorphic mappings sharing moving hyperplanes in projective space. We give
some algebraic dependences theorems for meromorphic mappings sharing moving
hyperplanes without counting multiplicity, where all zeros with multiplicities
more than a certain number are omitted. Basing on these results, some unicity
theorems regardless of multiplicity for meromorphic mappings in several complex
variables are given. These results are extensions and strong improvements of
some recent results.
