Proves a Weyl-type equidistribution theorem showing every LCA group action on the torus decomposes into uniquely ergodic subsystems, yielding Bohr orthogonality, mean formulas, and a Wiener-type theorem.
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A Weyl-type theorem for Diophantine approximations driven by LCA groups and applications
Proves a Weyl-type equidistribution theorem showing every LCA group action on the torus decomposes into uniquely ergodic subsystems, yielding Bohr orthogonality, mean formulas, and a Wiener-type theorem.