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Mathematics Forum
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| Author | Message / Information |
| zoenkol Quote | Reply | | Factoring infinitely large numbers posted on: 1/14/2007 9:13:10 AM Imagine being able to factor any number. It is possible, not applicable yet, but possible. You can factor a number if you have the difference of its factors. Finding the difference is just as hard as factoring. But what if it isn't? I don't have a Phd in maths, but with a little creativity and possitive thinking, anything is possible. I havn't showed my work to anyone yet, I don't know if anyone in the world has done something like this, all I can do is give a demonstration. If you would like to see, reply or send me an e-mail and I'l let you know what to do. |
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illoyd
Quote | Reply | |
Factoring infinitely large numbers
replied on: 1/19/2007 4:08:18 PM You will need to compare the number of divisons needed with that of conventional methods such as dividing by every prime up to the sqare root of the composite number. I would be interested in what you have to offer if you think you method is significantly faster. Speeed is the essence, not digit length. |
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