Comment I want one... (Score 1) 236
No wait, I want one of these and the skills to be able to write something cool in c that would actually use it.
Comment It has been said (Score 5, Interesting) 216
It has been said that the reason apple doesn't want flash on their iPhones is that it would create a competing application infrastructure over which they would have no control. I can see this development reinforcing that position.
This seems to further cement flash as a worthy application environment, especially given the perceived problem in flash appeared to be its inefficiency.
Looking forward to better flash games... (Or perhaps not if im not wanting to procrastinate).
This seems to further cement flash as a worthy application environment, especially given the perceived problem in flash appeared to be its inefficiency.
Looking forward to better flash games... (Or perhaps not if im not wanting to procrastinate).
Submission + - An Optical Solution For an NP-Complete problem? (opticsexpress.org)
6 writes: Tobias Haist and Wolfgang Osten have proposed a novel idea for solving the traveling salesman problem...
We introduce an optical method based on white light interferometry in order to solve the well-known NP-complete traveling salesman problem. To our knowledge it is the first time that a method for the reduction of non-polynomial time to quadratic time has been proposed. We will show that this achievement is limited by the number of available photons for solving the problem. It will turn out that this number of photons is proportional to NN for a traveling salesman problem with N cities and that for large numbers of cities the method in practice therefore is limited by the signal-to-noise ratio. The proposed method is meant purely as a gedankenexperiment.
We introduce an optical method based on white light interferometry in order to solve the well-known NP-complete traveling salesman problem. To our knowledge it is the first time that a method for the reduction of non-polynomial time to quadratic time has been proposed. We will show that this achievement is limited by the number of available photons for solving the problem. It will turn out that this number of photons is proportional to NN for a traveling salesman problem with N cities and that for large numbers of cities the method in practice therefore is limited by the signal-to-noise ratio. The proposed method is meant purely as a gedankenexperiment.
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