Invariance of the jacobian Newton diagram
classification
🧮 math.AG
keywords
diagramjacobiannewtonclasscurvesdependsequisingularityholomorphic
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We prove that the jacobian Newton diagram of the holomorphic mapping $(f,g):(C^2,0)\to(C^2,0)$ depends only on the equisingularity class of the pair of curves $f=0$ and $g=0$.
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