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Automorphisms of smooth fine curve graphs
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Automorphisms of smooth fine curve graphs
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In this paper, we consider the automorphisms of fine curve graphs restricted to continuously $k$-differentiable curves. We show that for closed surfaces with genus at least 2, they are induced by homeomorphisms of the surface.
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Cited by 1 Pith paper
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Large flats in large subgraphs of fine curve graphs
Fibers over vertices of the curve graph contain flats of arbitrary finite dimension, so they are not hyperbolic, and distance bounds are computed for single-isotopy-class fine curve graphs.
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