JCSBimp's Hexagonal Orthogonal

BEWARE: There Be Fearfful Symmetries Here!

Integer Factorization: The Fly in the Formulaic Ointment

What you see above is a graph whose shape and jagged characteristics are similar to those of graphs I have been examining for two years, though they have shown up in different stages in my study and growing understanding of the problem of fast integer factorization. Most recently, my quickfact.pl Perl script and the mathematics…

September 30, 2023

NEW! – Integer Factorization – Perl Script quickfact.pl

Here is a new script for integer factorization that, though probably not faster than the current best algorithms, has on its side compactness, which does help with speed. I have not written it for, or tested it on, arbitrary-precision discrete semiprimes, but expect the speeds to be comparable, and hope they might even be better…

September 28, 2023

Integer Factorization: Brief Remainder Line Observation

The slope and y-intercept of the Remainder Line for an odd integer m=c2-r with Ceiling Square c2 and Remainder r on the Zone Grid increase linearly over all values of m having the same r, according to their c value. This is something I’ve already programmed in to jumpfactor.pl: It calculates the Remainder Line coefficients…

September 26, 2023

Integer Factorization and the Zone Grid: Constructing and Using Remainder Lines

First of all, I want to write down on my blog some of the nitty gritty, in a fashion I hope will be clear, of how I construct and use the Zone Grid I have been using in my calculations and explorations, and my discovery of how to plot thereon the Remainder Line corresponding to…

September 25, 2023

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About Me

Hello! I’m Bimp. I am not a truck graphic. Sorry. In fact, Mom wants to whack me in the head with my web log. *Sigh.* I’ll say more later. Click on a post to see what I’ve been saying lately.

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