Simpler delooping constructions for presented groups in HoTT using 2-polygraphs, Cayley graphs, and complexes, formalized in cubical Agda.
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The harmonic ensemble achieves optimal Wasserstein equidistribution rates on homogeneous manifolds of dimension d≥3 and two-point homogeneous manifolds, with similar results for the spherical ensemble and GAF zeros.
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Delooping presented groups in homotopy type theory
Simpler delooping constructions for presented groups in HoTT using 2-polygraphs, Cayley graphs, and complexes, formalized in cubical Agda.
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Equidistribution of points in the Harmonic ensemble for the Wasserstein distance
The harmonic ensemble achieves optimal Wasserstein equidistribution rates on homogeneous manifolds of dimension d≥3 and two-point homogeneous manifolds, with similar results for the spherical ensemble and GAF zeros.