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Title A lower bound for the shortest path problem
 
Names MULMULEY, K
SHAH, P
Date Issued 2001 (iso8601)
Abstract We show that the shortest path problem cannot be solved in o(log n) time on an unbounded fan-in PRAM without bit operations using poly(n) processors, even when the bit-lengths of the weights on the edges are restricted to be of size O(log(3) n). This shows that the matrix-based repeated squaring algorithm for the shortest path problem is optimal in the unbounded fan-in PRAM model without bit operations. (C) 2001 Academic Press.
Genre Article; Proceedings Paper
Identifier JOURNAL OF COMPUTER AND SYSTEM SCIENCES,63(2)253-267