Constructs empirical Hodge operators on point clouds that converge in probability to the true Hodge Laplacian, recovering Betti numbers and harmonic k-forms consistently.
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2 Pith papers cite this work. Polarity classification is still indexing.
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2026 2verdicts
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T-positive links are precisely the strongly quasipositive links that are closures of T-homogeneous braids, strictly containing non-split braid positive links, with all strongly quasipositive fibered knots up to 12 crossings being T-positive.
citing papers explorer
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Empirical Hodge Laplacians: Spectral Convergence and Harmonic Forms from Point Clouds
Constructs empirical Hodge operators on point clouds that converge in probability to the true Hodge Laplacian, recovering Betti numbers and harmonic k-forms consistently.
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On T-positive links
T-positive links are precisely the strongly quasipositive links that are closures of T-homogeneous braids, strictly containing non-split braid positive links, with all strongly quasipositive fibered knots up to 12 crossings being T-positive.