time as the circumference of the lobe inside the sphere: deriving speed of light from pure math Chapt 19 #217; ATOM TOTALITY Archimedes Plutonium wrote: Archimedes Plutonium wrote: (rest snipped) So what I am imagining is that the pseudosphere is the time element whereas the sphere that encloses the pseudosphere inside is the distance element. And the distance is going to be for example Earth-sphere of... 8 Jul 2010 16:59
excess baggage in proofs #644 Correcting Math Someone wrote: 1) Every n>1 has at least one prime diviosr 2) GCD(n, n+1) = 1 3) Assume the primes are finite in number Let L= LCM of these primes 4) GCD(L,L+1) <>1 3) => 4), 4) is false, therefore 3) is false. Someone called asking me to critique the above garbled mess. ... 9 Jul 2010 11:40
differences between infinity at large and infinity in the small #642 Correcting Math Archimedes Plutonium wrote: Funny how infinity needs a discussion for both large infinity and a separate discussion for infinity on the small scale. Here is another example of Quantum Duality in mathematics in that infinity, which we usually think of as beyond large, that it must be reconciled ... 8 Jul 2010 15:52
Iterated trinoms, stable forms. Good evening, We may find equations of form: T^[n](x) = y^2+z^2 , Trinoms with integer coefficients, n,y,z positive integer. [n] number of iterations of T(x) ; Example: T(x) = x^2-8x+20 T^[1](x) = x^2-8x+20 = (x-4)^2 + 2^2 T^[2](x) = T(T(x)) = (x^2-8x+20)^2-8(x^2-8x+20)+20 = (x^2-8x+1... 8 Jul 2010 14:45
FERMATISTS : INDELIBLE PROOF OF 1:3 and 1;6 at 19 WITH COPY TO YOUR BEST MATHEMATICIANS INCLUDING PROFESSOR ESCULTURA Disprove this, if you can possibly can ,all you Fermatists!!!!!!!!!. At the base of Inverse 19 the seperation is 0.001 between 1 and (0.999.). The seperation mathematically at inverse 19 is defined by 0.001/6=0.00016666667 ( no brainer) Mathematically thus all numbers are placed accordingly 1. Rationall... 8 Jul 2010 16:59
A collatz-inequality related to the waring-problem; a furtherquestion Halbeisen and Hungerbuhler's 1997 article "Optimal bounds for the length of rational Collatz cycles" is very useful; the parity vector of a loop can be computed from its length and the number of odd elements in it. In least-residue trees, certain limbs have the same parity vector except for the first and last elements... 11 Jul 2010 11:34
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what is the formula for finding the number of combination c(k,n) having maximum interval x between 2 consecutive elements. Hi ! Here is my problem example k = { 1,2,3,4,5,6,7,8,9,10} n = 4 x = 3 I want to find the number of combinations where the distance between 2 consecutive elements in the combination is not more than x. eg combination 1 = { 2 ,3 ,5 ,7 } element( x) - element( x-1 ) < x ... 9 Jul 2010 09:26
... by little being the best way their habitual practice meami naos nakta tanak jet kust tant heut hidin si idin katin ekos kledin uemi siak sia... more » ... On Jul 8, 2:45 am, "sci.math" <marty.musa...(a)gmail.com> wrote: ... by little being the best way their habitual practice meami naos nakta tanak jet kust tant heut hidin si idin katin ekos kledin uemi siak sia... more » ...www.google.com/group/comp.os.coherent ... 8 Jul 2010 05:53
speed of light out of pure math the pseudosphere as time and sphere as distance Chapt 19 #216; ATOM TOTALITY Archimedes Plutonium wrote: (rest snipped) So what I am imagining is that the pseudosphere is the time element whereas the sphere that encloses the pseudosphere inside is the distance element. And the distance is going to be for example Earth-sphere of 40,000 km strips and 40,000 of these stri... 8 Jul 2010 04:48 |