The previously introduced software Sequencer [https://worldwidemann.com/sequencer-purely-algorithmic-number-sequence-identification] identifies number sequences algorithmically. The On-Line Encyclopedia of Integer Sequences (OEIS) [http://oeis.org/] is by far the largest collection of curated number sequences available today. It therefore seems natural to employ Sequencer in a quest to uncover patterns that have… » Read more
Because of their connections with public-key cryptography, trapdoor functions [https://en.wikipedia.org/wiki/Trapdoor_function] are surrounded by a lot of mystery. While one-way functions [https://en.wikipedia.org/wiki/One-way_function] (functions that are easy to compute, yet hard to invert) like integer multiplication are familiar and intuitive,… » Read more
Sequencer [https://github.com/p-e-w/sequencer] identifies number sequences. That is, given a list of numbers like $$(a_n)_{n\geq 1} = 1,; 2,; 4,; 8,; 16,; 32,; \ldots$$ it finds a formula that generates them, in this case $$a_n = 2^{n-1}$$ Sequencer employs neither a library of sequences… » Read more
Version 0.0.5 [http://semver.org/], last modified 6-Ples-2012 (November 17th, 2012) > Note: This is not a calendar application, a calendar library, a calendar API, a calendar in "the cloud", a calendar template, or anything else directly related to computer technology for that matter. This is a calendar [http:… » Read more