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On the Lagrangian Hofer geometry of Clifford tori (2508.02501v1)
Published 4 Aug 2025 in math.SG
Abstract: We show that the space of Lagrangians which are Hamiltonian isotopic to the Clifford torus in a complex projective space or in the four-dimensional quadric, taken with Chekanov's Lagrangian Hofer metric, contains a quasi-isometric copy of the real line, and in particular has infinite diameter.
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