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I last wrote about Fermat's Last Theorem in January 21 in another one of my books but it is important to repeat some of that argument here because back in January 2007 I did not have a full outline of the operations in P-adics. But this book was written specifically to cover the operations in P-adics and thus to closely detail the true proof of both FLT and Beal's Conjecture. > book: "Correcting     

Group: sci.physics · Group Profile · Search for fermats last theorem in sci.physics
Author: a_plutonium
Date: Oct 14, 2007 20:11

Alright, let us apply our new found knowledge of multiplication of P- adics and see whether these are truly counterexamples that prove Fermat's Last Theorem is false. The expression a^n+b^n=c^n is true for all n, in 10-adics, given the following values. a= ...9977392256259918212890625 b= ...0022607743740081787109376 c= ...0000000000000000000000001 Do you remember how
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>From Osher Doctorow Fermat's Last Theorem says that the equation: 1) x^n + y^n = z^n has no solution for n integer > = 3 and x, y, z positive integers The Probable Causation/Influence (PI) analog of the equation in (1) is: 2) nx + ny = nz or dividing through by n: 3) x + y = z This is exactly the PI analog obtained in the last posting for n = 2. Notice that (1), or rather     

Group: sci.physics · Group Profile · Search for fermats last theorem in sci.physics
Author: a_plutonium
Date: Oct 14, 2007 21:44

a_plutonium wrote: Listing some of the chapters of this new book: "Correcting Present Day Mathematics and Setting it on Course for the Next 2 Millenium" (4) Riemann Hypothesis (5) Fermat's Last Theorem (6) generalized FLT (known as Beal's conjecture) (7) Goldbach Conjecture (8) Infinitude of Twin Primes (9) Infinitude of 4-primes, 6-primes, 8-primes,.... (10) Infinitude
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On Fri, 7 Jul 2006 at 04:10 -0000, Faux_Tran scribbled: -> #2569 FERMAT'S LAST THEOREM ->james harris -> -> 1+1=2 /\ -> \ c") LOOK AT ME I'VE PROVEN FERMAT'S LAST THEOREM !!!! -> ;-/\> YET I CAN'T FUCKING MANAGE SIMPLE ALGEBRA -> ||     

Group: sci.physics · Group Profile · Search for fermats last theorem in sci.physics
Author: OsherD
Date: Aug 5, 2007 00:20

On Sep 10, 7:43 pm, Enrico <ungerne...@aol.com> wrote: On Sep 10, 7:03 pm, JSH <jst...@gmail.com> wrote: On Sep 8, 9:00 am, Enrico <ungerne...@aol.com> wrote: On Sep 8, 8:33 am, JSH <jst...@gmail.com> wrote: On Sep 7, 9:09 pm, JSH <jst...@gmail.com> wrote: I introduced a nifty new theorem in another thread which has become bogged down
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On Sep 10, 7:03�pm, JSH <jst...@gmail.com> wrote: > On Sep 8, 9:00�am, Enrico <ungerne...@aol.com> wrote: > > > > > > > On Sep 8, 8:33 am, JSH <jst...@gmail.com> wrote: > > > > On Sep 7, 9:09 pm, JSH <jst...@gmail.com> wrote: > > > > > I introduced a nifty new theorem in another thread which has become > > > > bogged down with replies so here's a new thread where I can bring > > > > focus     

Group: sci.physics · Group Profile · Search for fermats last theorem in sci.physics
Author: a_plutonium
Date: Jan 20, 2007 23:53

Wow. Posted the day I discovered the theorem. Seems like so much has happened since then. On Sep 5, 1:00 pm, JSH <jst...@gmail.com> wrote: Quadratic Diophantine Theorem: In the ring of integers, given the quadratic expression c_1*x^2 + c_2*xy + c_3*y^2 = c_4*z^2 + c_5*zx + c_6*zy where the c's are constants, for solutions to exist it must be true that ((c_2 - 2c_1
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On Sep 8, 9:00 am, Enrico <ungerne...@aol.com> wrote: > On Sep 8, 8:33 am, JSH <jst...@gmail.com> wrote: > > > > > On Sep 7, 9:09 pm, JSH <jst...@gmail.com> wrote: > > > > I introduced a nifty new theorem in another thread which has become > > > bogged down with replies so here's a new thread where I can bring > > > focus back to the theorem itself. > > > > Quadratic Diophantine Theorem     

Group: alt.ascii-art · Group Profile · Search for fermats last theorem in alt.ascii-art
Author: Fred Lucite
Date: Jul 9, 2006 13:23

just because the ideals were not made to solve Fermat's "Last" Theorem, they don't work?... there's a good case-book that uses the golden section as the exemplar. I agree, though, it is best to avoid them til you might need them; I certainly don't need'em. [as an interesting aside    dedekind's construction of the reals    is not constructively equivalent to cauchy's  i actually
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Group: alt.math.undergrad · Group Profile · Search for fermats last theorem in alt.math.undergrad
Author: JSH
Date: Sep 10, 2008 21:25

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Group: alt.math.undergrad · Group Profile · Search for fermats last theorem in alt.math.undergrad
Author: Enrico
Date: Sep 10, 2008 19:43

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Group: alt.math.undergrad · Group Profile · Search for fermats last theorem in alt.math.undergrad
Author: JSH
Date: Sep 10, 2008 18:12

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Group: alt.math.undergrad · Group Profile · Search for fermats last theorem in alt.math.undergrad
Author: JSH
Date: Sep 10, 2008 18:03

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Group: alt.math.undergrad · Group Profile · Search for fermats last theorem in alt.math.undergrad
Author: spudnik
Date: Sep 9, 2008 14:02

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