Develops criteria via disintegration maps to identify when conditional measures arise from metric measure foliations in Wasserstein space, with an example on perturbations.
Convergence of energy functionals and stability of lower bounds of Ricci curvature via metric measure foliation
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Characterization of foliations via disintegration maps
Develops criteria via disintegration maps to identify when conditional measures arise from metric measure foliations in Wasserstein space, with an example on perturbations.