Singular Finsler foliations of (α,β)-spaces are singular Riemannian foliations under metric hypotheses, extending Molino's conjecture and proving equifocality of regular leaves.
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On singular Finsler foliations of $(\alpha,\beta)$-spaces
Singular Finsler foliations of (α,β)-spaces are singular Riemannian foliations under metric hypotheses, extending Molino's conjecture and proving equifocality of regular leaves.