Not really a reorg. More of a shredding. July’s StSBM talked about how my web site is unmaintainable and unauditable. I have most of the titles up there, I think, but the descriptions are sketchy and the buy links are chaos. I had to hire help just to get the Amazon links straightened out. Every … Continue reading "Web Site Reorg"| Michael W Lucas
I get accused of making jokes in my tech books. I don’t. I tell the truth. The truth is so ridiculous that the only sane reaction is to laugh. Honesty and integrity are everything, in both my fiction and nonfiction. (Yes, even in Laserblasted.) Ever since PAM Mastery invoked Terry Pratchett’s Unseen University, I’ve started … Continue reading "I don’t tell jokes: a “DNSSEC Mastery, 2nd Edition” outtake"| Michael W Lucas
This post goes to Patronizers in July and becomes public in August. Not a Patronizer? You could be! $12 a year gets you my latest updates, occasional free tidbits, and the completely pointless MWL Footnote Fortune File.| Michael W Lucas
This post goes to Patronizers at the beginning of June and becomes public at the beginning of July. Not a Patronizer? You could be! $12 a year gets you my latest updates, occasional free tidbits, and the completely pointless MWL Footnote Fortune File. I set some ambitious goals at the beginning of last month. How … Continue reading "June’s Juffled Sausage"| Michael W Lucas
Mt. Iliamna peeking out on a bluebird sky day in April (which means it’s sunny and still pretty nippy, but a welcome break from April showers). At the end of March, the Association of Writer…| Storyknife Writers Retreat
I wrote about superpermutations here: a superpermutation is a string that has as substrings all the permutations of some set of symbols. For example, there are six permutations of the symbols 1, 2,…| Bosker Blog
The purpose of this post is to describe a slightly different way of thinking about the existence – or otherwise – of a 3×3 magic square of squares. Of course it may not lead to any real progress, b…| Bosker Blog
In the last post we saw that every 3×3 almost-magic square is a rearrangement of three three-term arithmetic progressions that have the same common difference. In other words, if we pick any three …| Bosker Blog
A recent Numberphile video discussed an intriguing unsolved problem in number theory: is there a 3×3 magic square whose entries are all square numbers? (Matt Parker proposed a solution which doesn’…| Bosker Blog
The UK Government Statistical Service recently released its good practice guidance for releasing statistics in spreadsheets. While this advice is clearly well-intentioned*, and parts of it are good…| Bosker Blog
What’s the shortest string that contains every possible permutation of ABCD somewhere inside it? As it happens, it’s 33 letters long: ABCDABCADBCABDCABACDBACBDACBADCBA. A string like this is called…| Bosker Blog
