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    Any PRAM machine which runs in time O(log^c(n)) using O(n... — Carmelics
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    Supports→NC is a subset of P

    Any PRAM machine which runs in time O(log^c(n)) using O(n^k) processors can be simulated by a polynomial time sequential machine

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    Related propositions within the same area of thought.
    NC is a subset of PNC is defined as the class of problems solvable by PRAM machines running in poly...NC is defined as the class of problems solvable in polylogarithmic time using po...

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    Any PRAM machine running in time O(log^c(n)) using O(n^k) processors c...99%Any PRAM machine running in time O(log^c(n)) using O(n^k) processors c...99%A RAM machine can be simulated by a Turing machine with only polynomia...86%A RAM machine can simulate a Turing machine with time overhead O(t(n)^...82%

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    Nonetheless, \(\mathfrak{P}\) is a useful theoretical model in that it provides a formal medium for implementing procedures which call for certain operations to be carried out simultaneously in parallel. g. , Papadimitriou 1994). But this observation would still be of little practical significance if the algorithms in question achieved such speed up only at the cost of having to employ exponentially many processors relative to the size of their inputs. For in this case it seems that we would hav

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