HP Forum Archive 19

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P!=NP Message #1 Posted by Frank Boehm (Germany) on 9 Aug 2010, 11:14 a.m. Proof posted Hmm, seems like I didn't take enough math lessons to win a Millenium Prize 8)

Re: P!=NP Message #2 Posted by Norman Dziedzic on 9 Aug 2010, 1:48 p.m., in response to message #1 by Frank Boehm (Germany) Wow, I didn't take enough mathematics to read the abstract! Here is a description of P?=NP couched in the framework of the minesweeper game: Minesweeper as P?=NP

Re: P!=NP Message #3 Posted by sjthomas on 9 Aug 2010, 4:26 p.m., in response to message #1 by Frank Boehm (Germany) Quote: The presence of conditional independencies manifests in the form of economical parametrizations of the joint distribution of covariates. My undergraduate degree is in mathematics, yet my eyes are glazing over.

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