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In this article, by introducing a new method in estimating the countingfunction of the auxiliary function, we prove a new generalization of uniquenesstheorems for meromorphic mappings into $\P^n(\C )$ which share few hyperplanesregardless of multiplicities. Our result improves the previous result in thistopic. Moreover our proof is simpler than the previous proofs.

Generalization of uniqueness theorem for meromorphic mappings sharing hyperplanes