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Topic: Conjecture Prime
Replies: 33   Last Post: Apr 26, 2013 7:21 AM

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MeAmI.org

Posts: 405
Registered: 6/14/09
Re: Conjecture Prime
Posted: Jun 25, 2009 12:36 AM
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On Jun 24, 9:20 pm, Bacle <ba...@yahoo.com> wrote:
> > MeAmI.org (MMM):
>
> > W. Dale Hall wrote:
> > > MeAmI.org wrote:
> > > > I conjecture any even number multiplied by the
> > next even number and
> > > > then taking the result minus one produces a prime
> > number in all cases
> > > > and is a constant.
>
> > > > --
> > > > mm

>
> > > Did you try any values, or did you rely on your
> > proof of P = NP
> > > to get the answer?
> > Yes and no.
> > > Note that 10 x 12 = 120, 119 = 7 x 17
>
> > Revised:
>
> > The equation and opeation must be written as follows:
>
> > (N*N)((N*N)+2)-1
>
> > In instance of a composite number it will have two
> > prime factors.

>
> False. There is a counterexample.


On Jun 24, 9:20 pm, Bacle <ba...@yahoo.com> wrote:
> > MeAmI.org (MMM):
>
> > W. Dale Hall wrote:
> > > MeAmI.org wrote:
> > > > I conjecture any even number multiplied by the
> > next even number and
> > > > then taking the result minus one produces a prime
> > number in all cases
> > > > and is a constant.
>
> > > > --
> > > > mm

>
> > > Did you try any values, or did you rely on your
> > proof of P = NP
> > > to get the answer?
> > Yes and no.
> > > Note that 10 x 12 = 120, 119 = 7 x 17
>
> > Revised:
>
> > The equation and opeation must be written as follows:
>
> > (N*N)((N*N)+2)-1
>
> > In instance of a composite number it will have two
> > prime factors.

>
> False. There is a counterexample.


> Revised:

> The equation and opeation must be written as follows:

> (N*N)((N*N)+2)-1

In instance of a composite number it will have two prime factors.

you mean for N even? or any N?

REVISION 2

Even 'n' only.

The equation and opeation must be written as follows:

(N*N)((N*N)+2)-1

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In instance of a composite number it will have at least two prime
factors.



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