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    Constructible Function

    Definition

    A function f(x) is said to be constructible if some algorithm F computes it, in binary, within volume O(f(x)), i.e., V_(F(x)) = O(f(x)). Here, the volume V_(A(x)) is the combined number of active edges during all steps, which is the number of state-changes needed to run a certain Turing machine on a particular input.