Now showing items 11-12 of 12

    • Size-Time Complexity of Boolean Networks for Prefix Computations 

      Bilardi, Gianfranco; Preparata, Franco P. (Cornell University, 1987-01)
      The prefix problem consists of computing all the products $x_{0}x_{1}\ldots x_{j} (j=0,\ldots,N-1)$, given a sequence $X = (x_{0},x_{1},\ldots,x_{N-1})$ of elements in a semigroup. In this paper we completely characterize ...
    • Time Lower Bounds for CREW-PRAM Computation of Monotone Functions 

      Bilardi, Gianfranco; Moitra, Abha (Cornell University, 1989-05)
      It is shown that the time to compute a monotone boolean function depending upon $n$ variables on a CREW-PRAM satisfies the lower bound $T = \Omega$(log $l$ + (log $n$)/$l$), where $l$ is the size of the largest prime ...