Discussions - sci.logic | Google Groups

	How do i construct a histogram
	How do i construct a histogram of this data? is it just a case of plotting it to a graph, because im confused with the waiting time as theres more than one value? Then am really confused how to calculate the median waiting time? how do you go about doing these any help would be brilliant thanks waiting time Frequency... more » By whit...@aston.ac.uk - 4:05pm - 2 new of 2 messages

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	Could the logic reasoning get new concept accept the premises appeared?
	At web [link] I introduce an example to explain the new logic thought could be produced after reasoning. When the propositions “Set A belongs to Set B” and “Set C belongs to Set D” were inputted into the concept calculator, the following... more » By Conbra - 2:07am - 3 new of 3 messages

	Herc and Russell's Paradox
	Herc wrote: "I'm not sure why you can't see this is Russel's Paradox." First, it's called /Russell's/ paradox. Second, mainly -I guess- because it isn't Russell's paradox. B. By Balthasar - Aug 6 - 15 new of 15 messages

	The nature of uncomputability
	I have read a bit about second order arithmetic and increasing complexity, and how some sets of numbers are uncomputable (e.g. the set of numbers corresponding to Chaitin's constant). Does the notion of an uncomputable set extend any higher, i.e. to sets of sets of numbers (third order arithmetic)? By djr...@bath.ac.uk - Aug 6 - 2 new of 2 messages

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	* SOLVABILITY OF THE HALTING PROBLEM *
	It's quite simple. First lets review the Halting proof. Let Halt(TM#, input) = {'halts' IFF TM(input) eventually halts, 'runs_forever' otherwise} We will call TM# the godel number of the test Turing Machine TM but it can be any numerical representation of the program. Let Loops(TM#) = IF Halt(TM#, TM#) = 'halts'... more » By \|-\|erc - Aug 5 - 3 new of 3 messages

	P = NP, undecidable?
	I wonder if the P = NP problem might be Godel undecidable? It seems possible - an infinite set, involving a question of computation. Also, suppose a polynomial time algorithm existed, and was discovered. Is it possible that this fact, i.e. that it always runs in polynomial time, might be undecidable?... more » By PT - Aug 5 - 16 new of 16 messages

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By Ask About The Blast - Aug 5 - 1 new of 1 message

	Best Fit Logic
	I am trying to determine where I might find the logic behind determing the best fit solution for a problem. I am trying to produce programmically the logic to split a set of data to fit with a set of parameters. The parameters are thus: Maximum number of members to a group M. Maximum weight allowed in group W.... more » By tim2bo...@gmail.com - Aug 5 - 3 new of 3 messages