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Bicontinuous Extensions of Invertible Combinatorial Functions

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Author(s)
Toffoli, Tommaso
Date Issued
January 1979
Series/Report no.
MIT-LCS-TM-124
Abstract
We discuss and solve the problem of constructing a diffeomorphic componentwise extension for an arbitrary invertible combinatorial function. Interpreted in physical terms, our solution constitutes a proof of the physical realizability of general computing mechanisms based on reversible primitives.
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