Wasserstein least squares extends Euclidean least squares to distribution-valued responses via convex analysis, yielding n^{-1/2} rates under template deformation and faster barycenter rates than prior work.
Bettiol and Paolo Piccione , year=
2 Pith papers cite this work. Polarity classification is still indexing.
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Clifford torus is Willmore for all τ>0 in Berger spheres; Morse index estimates along the path yield bifurcating symmetric Willmore tori via bifurcation theory.
citing papers explorer
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Wasserstein Least Squares: A Canonical Regression Method for Probability Distributions
Wasserstein least squares extends Euclidean least squares to distribution-valued responses via convex analysis, yielding n^{-1/2} rates under template deformation and faster barycenter rates than prior work.
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Bifurcations of the Clifford Torus as Willmore Surfaces in Berger Spheres
Clifford torus is Willmore for all τ>0 in Berger spheres; Morse index estimates along the path yield bifurcating symmetric Willmore tori via bifurcation theory.