Arnold-type Invariants of Curves on Surfaces

Mathematics – Geometric Topology

Scientific paper

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25 pages, 11 figures

Scientific paper

Recently V. Arnold introduced Strangeness and $J^{\pm}$ invariants of generic
immersions of an oriented circle to $\R^2$. Here these invariants are
generalized to the case of generic immersions of an oriented circle to an
arbitrary surface $F$. We explicitly describe all the invariants satisfying
axioms, which naturally generalize the axioms used by V. Arnold.

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