C^∞ 3D flows with positive topological entropy admit only finitely many ergodic measures of maximal entropy, which are rapid mixing on a dense open set.
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Every weakly mixing hyperbolic SRB measure for C^{1+β} flows with singularities in the generating vector field is Bernoullian.
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Thermodynamics formalism for singular flows
C^∞ 3D flows with positive topological entropy admit only finitely many ergodic measures of maximal entropy, which are rapid mixing on a dense open set.
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The Bernoulli property of Sinai-Ruelle-Bowen measures for flows
Every weakly mixing hyperbolic SRB measure for C^{1+β} flows with singularities in the generating vector field is Bernoullian.