Re: Quadratic residue method for finding primes



jstevh@xxxxxxx wrote:
none wrote:

jstevh@xxxxxxx wrote:

jshsucks@xxxxxxxxx wrote:


I've already taken my idea of focusing on n^2 - r to get a result
related to Goldbach's conjecture, which can be found on my blog. I've
decided not to post it on Usenet for now, as I'm less and less thrilled
with reply quality.

You decided not to post it to usenet so that you can pretend that it is
correct and important.

What about the posts from a few days ago where you had this great proof
relating to primes, and you dared anyone to post a counterexample. You
stated that no one could since you had a proof.

I then posted a counterexample, and several other people did as well.
The you were caught in yet another lie. And yet another great discovery
of yours was blown apart.

If you weren't so lazy and actually checked your conjectures before
boasting that you have a proof, you wouldn't look quite as foolish.


See what I mean? Yet another poster from sci.math coming over to here.

Repy quality from that group is abysmal.


James Harris


Well, people *are* allowed to subscribe to more than one group. And the
poster's point ( that all too often counterexamples to your "proofs" are
found within a matter of minutes) is completely true.
"Out of the box" thinking can sometimes lead to advances, in maths and
other fields, but it is not guaranteed to do so... so keep thinking,
James, but if you don't check your results carefully before posting,
then don't be surprised if people find mistakes in them.


I am talking about deliberate stalking with posters who NEVER post on
sci.crypt except to come over and try to distract from what I'm saying,
who are regular posters on the sci.math newsgroup.

There you go again, leaping to conclusions that are not supported by reality (your life story, eh). It just so happens that I read several newsgroups - of which sci.crypt is one - daily. I read these groups whether you post to them or not, and I rarely post, unless it's in response to some hurting unit who hasn't a clue!

Don't believe me? Do a google search on my name and find out! I must warn you though, some clown also goes by my monicker, and it seems that most of the hits are for him.

<JSH sniveling snipped>


Consider this area as an example where I'm focusing on

n^2 - r

with r a non-square as I'm focusing on interesting features of
quadratic residues for finding primes, which could be really important
to finding large primes, but the sci.math'ers come over to talk basic
info about quadratic residues that anyone who picks up an introductory
text on the subject will find is information already known.

Yes, I talked about very basic mathematical concepts which you didn't understand correctly (how else do you explain your ignorance in regard to quadratic residues). This basic mathematics was exactly the subject of your original post in this thread, so why wouldn't I talk about it?
Specifically, due to your poor understanding of said basic mathematics, I wasn't sure exactly what you were yaking about. So I posed a few questions for clarification, which Arturo, using his amazing JSH language translation skills, was able to show me exactly how trivial your post was!


Creativity can inspire hatred.

So does an ignoramus who thinks he's creative!



James Harris


Bob Terwilliger
.

Relevant Pages

  • Re: Quadratic residue method for finding primes
    ... related to Goldbach's conjecture, which can be found on my blog. ... You decided not to post it to usenet so that you can pretend that it is ... Specifically, due to your poor understanding of said basic mathematics, ... We live in a world defined by its hatreds. ...
    (sci.crypt)
  • Re: Cum Hoc, Ergo Propter Hoc
    ... >> to suddenly forget basic mathematics long enough to believe them. ... looking at what may be a coincidence and mapping what may be a LOT of ... James Harris ...
    (sci.math)
  • Re: Cum Hoc, Ergo Propter Hoc
    ... James Harris wrote: ... > sci.math'ers claim I live in my own little fantasy world, ... > to suddenly forget basic mathematics long enough to believe them. ... > Cum Hoc, Ergo Propter Hoc ...
    (sci.math)