Description:
Theoretical Computer Science.
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Musatov's 'Binary Inverter' (TM)
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ABCDEFGHIJKLMNOPQRSTUVWXYZ=000 00000011111111111111111=/ 0\1111111100000000000000000011 11111111111111100000000/1 00\111111100000000000000000011 1111111111111110000000/11 000\11111100000000000000000011 111111111111111000000/111 0000\1111100000000000000000011 11111111111111100000/1111 00000\111100000000000000000011 1111111111111110000/11111... more »
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UGG Boots wholesale. free shipping. UGG Boots 5225. supply UGG Boots 5230. UGG 5815.
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Welcome to visit [link] hottest Nike Shoes, Nike Jordans, Nike Air Jordans, Air Jordan Fusion,Sell nike shoes air jordan,Jordan fusions,Air jordan women fusins,AJ fusions,AJ Fusions low,cheap Prada shoes, Gucci shoes, Adidas shoes, Nike shoes, Puma shoes,Cheap brand jeans:Coogi pants, Evisu jeans, RMC jeans, Crown Holder, Aftful Dodger... more »
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ECCM2010 Mini-Symposium on Image Processing and Visualization
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------------------------------ ------------------------------ ------------------------------ ------------------------------ ------- (Apologies for cross-posting) Mini-Symposium on Image Processing and Visualization IV European Congress on Computational Mechanics (ECCM IV): Solids, Structures and Coupled Problems in Engineering... more »
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primal vs dual
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Hello, I'm trying to understand something and I just can't wrap my head around it. Given a primal form of a problem we are trying to maximize the objective function. We can also convert this problem to its dual and then look for a minimization of the problem. What I don't understand is why do we want to take the dual if we can solve the LP... more »
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Fortnow's paper regarding the status of the P vs. NP problem
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In his recent paper, "The status of the P vs. NP problem," Lance Fortnow writes, "[If P = NP is true, l]earning becomes easy by using the principle of Occam's razor—we simply find the smallest program consistent with the data. Near perfect vision recognition, language comprehension and translation and all other learning tasks become trivial. We will also... more »
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3SAT - Minimum Number of Unit Clauses
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3SAT - Minimum Number of Unit Clauses I show if a 3SAT instance has a satisfiying assignment, a satisfying assignment can be found in a polynomial number of steps or all satisfying assignments have at least three unit clauses. I can easily create a 2SAT instance from a 3SAT instance by choosing two literals from... more »
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