Density of Composites
I'm an amateur mathematician and I believe I have a novel result.
It's well-known that the number of primes is infinite, but I have
discovered what I think (please!) is a proof that there are infinitely
many composites as well using prime primorials. Is this in the
literature, or should I go ahead and seek publication?
Thanks,
Mike Young
.
Relevant Pages
- Re: twin primes and goldbach conjectures unprovable?
... we show that the Twin Primes Conjecture ... >>Conjecture is equivalent to showing that S intersect T is infinite. ...
(sci.math) - Re: Goldbach Conjecture & the Foundation of First Order Logic.
... infinite* isomorphic languages LL's. ... known (out of infinite numbers of them). ... So then k could be decomposed into a product of primes, ... to know them - to spell them out - is of finite cardinalities. ...
(sci.logic) - Re: proof that the Naturals cannot be the Finite Integers; #54; 2nd ed; Euc
... infinite", ... Since the set of primes is infinite, ... a set of composites that is infinitely long and which are contiguous. ... With group B, which is the Standard math belief, you have a hard time of explaining where the infinite interval of pure composites exists at all. ...
(sci.math) - both Riemann Hypothesis and Twin Primes have no proofs; #139; 2nd ed; Eucl
... Twin Primes, and here we have the trouble that it is far more reasonable ... to think they are finite rather than infinite since we have the creation process of higher even n-tuple-primes. ... Finite, and beyond finite is Incognitum, and beyond Incognitum is ... it since that is where Physics ends and since math is only a subset of physics, any further pondering is just dreamlike imagination. ...
(sci.math) - Re: As Stakes Increase, Prime-Number Theory Moves Closer to Proof
... > Note that this is a popular press article. ... > But of course they confuse 'density' with 'cardinality'. ... The number of numbers divisible by 2 is infinite, ... but more primes than either. ...
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