Plane branches with Newton nondegenerate polars

Published 27 Jan 2016 in math.AG | (1601.07522v1)

Abstract: We characterize the equisingularity classes of irreducible plane curve germs whose general members have a Newton nondegenerate general polar curve. In addition, we give explicit Zariski open sets of curves in such equisingularity classes whose general polars are Newton nondegenerate and describe their topology.

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