An uncountable Furstenberg–Zimmer structure theory
An uncountable Furstenberg–Zimmer structure theory
Abstract Furstenberg–Zimmer structure theory refers to the extension of the dichotomy between the compact and weakly mixing parts of a measure-preserving dynamical system and the algebraic and geometric descriptions of such parts to a conditional setting, where such dichotomy is established relative to a factor and conditional analogs of those …