Abstract
A quasipositive braid is any product of conjugates of the standard generators of the braid group, and a quasipositive link in S 3 is isotopic to the closure of quasipositive braid. In this Note we prove that the boundary of an analytic curve in a pseudoconvex 4-ball is a quasipositive link. It was conjectured by Lee Rudolph.
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