A product space of {0, 1} and an abstract polycrystal

preprint2014arXivOpen access

A partition of a $Λ(CardΛ\succ \aleph_0)$ -product space of $\{0,1\}$ defines an abstract polycrystal composed of abstract singlecrystals a decomposition space (space of equivalence classes) of each of which is self-similar.

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A product space of {0, 1} and an abstract polycrystal

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