User talk:TobiOdeyemi

Welcome
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Your submission at Articles for creation: Tobi Primes (October 2)
 Your recent article submission has been rejected. If you have further questions, you can ask at the [//en.wikipedia.org/w/index.php?title=Wikipedia:WikiProject_Articles_for_creation/Help_desk&action=edit&section=new&nosummary=1&preload=Template:AfC_decline/HD_preload&preloadparams%5B%5D=Draft:Tobi_Primes Articles for creation help desk] or use Wikipedia's real-time chat help. The reason left by KylieTastic was: This submission is contrary to the purpose of Wikipedia. The comment the reviewer left was: Wikipedia is not for publishing original research - See No original research

KylieTastic (talk) 11:45, 2 October 2021 (UTC)

I do have original work, Check here


 * Hi Oluwatobi, I saw your draft and read your paper. First, you should know that Wikipedia is not a publisher of original thought; in fact, one of its Five pillars is No original research. So this is not the appropriate venue for your work. But I also wanted to talk to you about the work itself.
 * You say in the opening that you will give an "algorithm of the primes", but you do not give an algorithm, nor do you describe what such an algorithm would yield were you to give it. Would it generate all the primes from 1 to x? Would it test a number for primality? Would it yield the factorization of a given number into primes? Would it generate all the primes in a short interval? Would it factorize over arbitrary rings? Something else? You don't say. You say that p is randomly selected, but you don't say how or in what way; perhaps you merely mean that p is given, or you might mean something more; this is confusing. You can't integrate both sides of the equation in x and expect the result to be meaningful; also you made a mistake in integration. In your list, note that 3 and 19 are prime but 21 is composite so 440 should go but 8 and 360 should be inserted.
 * Finally, did you actually check that your formula works? For example, if you put in p3 = 5 into your formula $$p_{n+1} = \sqrt{24p_n+1}$$, do you get p4 = 7? - CRGreathouse (t | c) 16:05, 4 October 2021 (UTC)

The pattern is correct; also your correction was incorrect, $$p_4 = 11$$ is correct. TobiOdeyemi (talk) 17:54, 4 October 2021 (UTC)


 * So you're skipping 7. Fine. What about when you put, say, $$p_{26}=101$$? Do you get $$p_{27}=\sqrt{24\cdot101+1}$$? Or are you just noticing that, for all primes larger than 3, you can divide one less than their squares by 24? Because that's been known since at least Gauss, and clever grade school students know it nowadays. - CRGreathouse (t | c) 13:38, 5 October 2021 (UTC)

I correctly found the pattern for the primes.
Please note that my Prime pattern atthis location is correct. TobiOdeyemi (talk) 18:03, 4 October 2021 (UTC)


 * There are literally thousands of patterns in the primes, it's nonsensical to talk about the pattern for/of the primes. Until you can clearly describe which pattern you have found, no one is going to bat an eye. - CRGreathouse (t | c) 13:40, 5 October 2021 (UTC)

Concern regarding Draft:Tobi Primes
Hello, TobiOdeyemi. This is a bot-delivered message letting you know that Draft:Tobi Primes, a page you created, has not been edited in at least 5 months. Drafts that have not been edited for six months may be deleted, so if you wish to retain the page, please edit it again&#32;or request that it be moved to your userspace.

If the page has already been deleted, you can request it be undeleted so you can continue working on it.

Thank you for your submission to Wikipedia. FireflyBot (talk) 21:01, 25 March 2022 (UTC)