UNSOLVED PROBLEMS
in Number Theory, Logic, and Cryptography
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UNSOLVED PROBLEMS in Number Theory, Logic, and Cryptography
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Proposed Solutions
This page provides a means for authors to have their proposed solutions published. Details will include the name and email address of the author, and the date and time of first submission.
#01: Submitted by Jeffrey Cook, 23.00 GMT, Wednesday 23rd May 2007. A proposed proof of the Riemann Hypothesis. I introduce a function useful for defining any random or seemingly random values whether involving figures divided by zero, undefined and infinite limits of both real and imaginary numbers. With this function and a number of related, provable theorems, it is shown that the Riemann Hypothesis is true and brings into play the notion put forth by Jordan that a simple closed curve contains two discontinuous regions—an inside and an outside... Click here for full text.
#02: Submitted by George Hoschel Jr., 3.30 GMT, Tuesday 1st May 2007. A proposed solution to the Dorabella Cipher. "Oh, has P. dub belle you? Gee, I'd dub belle you..." Click here for full text.
#03: Submitted by Greg Orme, 9.45 GMT, Thursday 24th May 2007. A proposed proof of the Riemann Hypothesis. The aim of the proof is first to demonstrate that selecting N random numbers, as shown by Reuben and Hersh, that there is an equal chance of selecting a number with an odd or even number of factors. Then the aim is to show that this also applies from 1 to N... Click here for full text.
#04: Submitted by Tony Gaffney, 1.00 GMT, Thursday 5th July 2007. A proposed solution to the Dorabella Cipher. "B (Bella) hellcat i.e. war using...." Click here for full text.
#05: Submitted by Tim Roberts, 15.00 GMT, Tuesday 29th January 2008. A contribution to the Odd Perfect Number problem. "It has been known since the time of Euler that an odd perfect number N (if it exists) must have the form N = paQ2... " Click here for full text. |
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