Math

Proving Two Statements To Be Equal
It might be worth noticing that the formula in 2) is the (unique) perfect disjunctive normal form for 1). That makes them truth-functionally equivalent. ... 25 Feb 2010 03:41

white noise = derivative of Brownian motion?
Would someone kindly explain to me why is white noise considered to be the the derivative of Brownian motion? I know what white noise is, and I know what Brownian motion is. I just don't know how they relate. Thanks, - Olumide ... 24 Feb 2010 06:26

Mobius Band as Bundle Over S^1: Trivialization Containing (1,0) inS^1
Hi: I am trying to show that the Mobius Band M is a bundle over S^1. It seems easy to find trivializations for all points except for the trouble point (1,0). This is what I have so far: Let R be the reals, and I<R be the unit interval [0,1]<I: We have these maps: 1) p:I-->S^1 ... 23 Feb 2010 22:45

Joe Stack was right about Taxes
Connie >> Joe Stack was an idiot. He tried to game the system by following his own quote re. the capitalist creed and lost. Yeah, he was clearly a liberal that wanted his cake and let no one else have a piece. After all that's the liberals M.O. Sure, lets talk about socialism and taxing the rich until ... 23 Feb 2010 13:35

MIND OF MATHEMATICIANS , CONFIRMATION 1.66666666665 *3.00000000003=5 exact , this accross the board
"Inverse 19 mathematics" <hope9900(a)verizon.net> wrote in message news:006e90d8-fb65-45ab-999e-1c55bde92f17(a)z25g2000vbb.googlegroups.com... LISTEN!!!!!!!, ALL YOU MATHEMATICIANS THE SOLUTION OF 0.333 has been posted in a post before THAT IS IT----, 3.0000000003(11) is the "patent correct anwers Lern two... 23 Feb 2010 12:26

Cesaro-like summability
Hi, Suppose a(n)>0 is a periodic sequence with: (a(1)+a(2)+..+a(n))/n--> M as n-->infty. Let b(n)>0 be a nonperiodic bounded sequence. I need to have: (a(1)b(1)+..+a(n)b(n))/(b(1)+..+b(n))-->M as n-->infty. But I guess one needs extra conditions for b sequence. Thanks for help. B ... 25 Feb 2010 11:25

Quaternions ?
Frederick Williams wrote: We find doubly periodic functions (of one variable) in complex analysis, might we then find triply and quadruply periodic functions in "quaternionic analysis" (supposing there is such a thing)? What about n-tuply periodic functions (of one variable) for n = 5, 6, ...? No. Ove... 23 Feb 2010 07:56

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اقوى عرورض NOKIA الخاصه للاجهزة الجوال بالتقسيط
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Subj: A 3D pattern found in Prime Number sums - using the golden ratio log! - Updated
On Feb 22, 7:58 pm, Gerry Myerson <ge...(a)maths.mq.edi.ai.i2u4email> wrote: In article <phntn55ccfbjkvmittig7d4g206j1q1...(a)4ax.com>,  rom...(a)sbcglobal.net wrote:    Assume Prime Numbers are Three Dimensional If you really want to set off alarm bells that scream CRANK POST COMING!!!!! then the ... 22 Feb 2010 22:03