Copyright © 1999 Elsevier Science B.V. All rights reserved.
A lower bound for quantum search of an ordered list
Received 29 March 1999;
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Abstract
It is known that a quantum computer can search an unordered list of N items using
look-ups, which is quadratically faster than any classical algorithm. We examine the case where the list is ordered, and show that no quantum computer can do with fewer than
look-ups.
Author Keywords: Quantum computing; Lower bounds; Computational complexity; Binary search
Corresponding author; email: buhrman@cwi.nl





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