Discrete equivalence of non-positive at infinity plane valuations
arXiv:1911.06661 · doi:10.1007/s00025-021-01435-0
Abstract
Non-positive at infinity valuations are a class of real plane valuations which have a nice geometrical behavior. They are divided in three types. We study the dual graphs of non-positive at infinity valuations and give an algorithm for obtaining them. Moreover we compare these graphs attending the type of their corresponding valuation.
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