Talk:Probabilistic analysis of algorithms

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Average != expected

Latest comment: 15 years ago1 comment1 person in discussion

Average complexity does NOT mean expected complexity. While the latter is well defined (assuming a predefined randomness distribution) average-case complexity is much more subtle. For example, in cryptography an algorithm has average exponential-time complexity if the number of problems that can be solved in polynomial time is negligible. It is not too hard to construct counter-examples where the expected complexity may be polynomial or exponential. Nageh (talk) 18:16, 4 March 2011 (UTC)Reply

This page was redesigned at the edge.

Average != expected