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    Space constructibility is a non-trivial precondition: not... — Carmelics
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    Challenges→SPACE(s1(n)) is a proper subset of SPACE(s2(n)) when s2(n) grows sufficiently faster than s1(n)

    Space constructibility is a non-trivial precondition: not all mathematically well-defined functions s(n) >= n are space constructible in the required sense.

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    SPACE(s1(n)) is a proper subset of SPACE(s2(n)) when s2(n) grows sufficiently fa...

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