Variational problems on classes of rearrangements and multiple configurations for steady vortices
Residuality of dynamical morphisms
We present a unified approach to the finite generator theorem of Krieger, the homomorphism theorem of Sinai and the isomorphism theorem of Ornstein. We show that in a suitable space of measures those measures which define isomorphisms or respectively homomorphisms form residual subsets.
Uniqueness of the polar factorisation and projection of a vector-valued mapping
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