Math
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How Can ZFC/PA do much of Math - it Can't Even Prove PA is Consistent Carmen's real name is Tara Leigh [url=http://www.b2bsharing.com/cheap-sunglasses-c-4390.html]sunglasses for children[/url], but many don't know how her professional name came about. Back [url=http://www.b2bsharing.com/cheap-sunglasses-c-4390.html]discount oakley sunglasses[/url] moved to Southern California where she ... 8 Jul 2010 04:48
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Trigonometry problem A sphere of radius length 8 cm rests on the top of a hollow inverted cone of height 15 cm whose vertical angle is 60 degrees. Find the height of the centre of the sphere above the vertex of the cone. Where is the vertical angle located on a cone? TIA, Fred ... 9 Jul 2010 18:20
deriving speed of light out of pure math as pseudosphere nested inside sphere Chapt 19 #215; ATOM TOTALITY I apologize for being a bit of away from my thread of this 4th edition book writing. But the absence sort of rekindled my desire to nail down this derivation of the speed of light, even though I was on the missing mass chapter, my interest rekindled on the speed of light. I left off with this post: --- qu... 8 Jul 2010 01:34
How Can ZFC/PA do much of Math - it Can't Even Prove PA is Consistent (EASY PROOF) Nam Nguyen (namducnguyen(a)shaw.ca) writes: Aatu Koskensilta wrote: Nam Nguyen <namducnguyen(a)shaw.ca> writes: MoeBlee wrote: And, in that regard, I have said all along that there is no finitistic proof of the consistency of PA. So you've agreed that there's no formal proof for PA's ... 8 Jul 2010 00:29
What are space and time? What sort of things are they if they are things? One natural answer is that they comprise continua, three-dimensional in the case of space, one-dimensional in the case of time; that is to say that they consist of continuous manifolds, positions in which can be occupied by substances and events respectively, and w... 11 Aug 2010 03:52
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A Collatz anomaly (3n+a) Where a = [41,43,61,107,113,257,739...] The two restrictions on (a) is-- (a) can't = (n) and (a) can't be a multiple of (n) Then 3n+a will always loop 4,2,1,4,2,1... with the above list of primes for any (n) other than the two restrictions on (a). Can the next prime on this list be found through some al... 9 Jul 2010 00:44
Sum Involving GCD And Cosine This was very easily found, so it must be well known. Yet I have yet to see it elsewhere. (I already started another thread a few days ago on the specific case where a(k) is the Mobius function.) Let n and m be any positive integers where m divides n. {a(k)} can be any sequence defined for 1 <= k <= n. Th... 11 Jul 2010 15:58 |