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Andrew Hicks, a professor at Drexel University, has invented a new type of curved mirror which shows the reflection without inverting it left-right, as normal plane mirrors do. Although this effect can be achieved by placing two mirrors at right angles and looking at them both along the 45 degree bisector (as anyone who’ve ever stayed on a canal boat or similarly small bathroom which uses a double-mirror in the corner will attest – it’s mildly disconcerting), this new invention is a single curved piece of glass. Apparently, some maths is involved: Hicks has “design[ed] computer algorithms to cleverly manipulate the angles of curved mirror surfaces so distortions in the reflection are precisely controlled”.
The University of Manchester is holding another cryptography competition (as featured in this news post earlier this week). We spoke to Charles Walkden, one of the competition’s organisers, about the project.
Stand-up Mathematician and all-round maths lover Matt Parker has been busy again, and he’s made a set of free worksheets for teachers (and, of course, interested non-teachers) to assemble paper nets of 3D fractals, including a Menger sponge and Sierpinski tetrahedron (which I’ve just learned is also called a tetrix).
There’s also a sheet for making a delightfully festive/mathematical fractal Christmas tree, with a Menger sponge base, Sierpinski branches and a Koch Snowflake star on top. Presumably those interested can make Mandelbulb ornaments and Cantor Set tinsel to hang on it. Don’t ask me how that would work.
The worksheets can be downloaded from Matt’s Think Maths website.
Anyone who successfully builds the whole thing: send us a photo and we’ll post it here. Jokes about fractals taking a while to cut out/paint in the comments.
Following on from the huge success that was their inaugural competition earlier this year, mathematicians from the University of Manchester have put together another Cryptography Competition in honour of father of modern everything, Alan Turing.
This time, the competition is open to teams of school children from all over the UK, and comprises a six-chapter story featuring
Alice and Bob Mike and Ellie, who get “caught up in a cryptographic adventure”. Solving all the puzzles and cracking the codes faster than other people gets you on the leader board, and there are prizes for being near the top as well as extra prizes for randomly-selected teams who’ve solved everything. (You know that since it’s a maths department, their randomisation algorithms will be top-notch). It’s also possible to enter as a non-schoolchild, and check your answers on the site, although you won’t be eligible for prizes. The competition is aimed at UK school years 7-11 (age 11-16), although I can confirm it’s dead good fun for anyone interested in cryptography puzzles themed around exciting storylines.
Alan Turing Cryptography Competition 2013
Manchester University press release
Via Nick Higham on Twitter.
The Mathematics of Change is a comic monologue about a Princeton freshman studying mathematics, performed by ‘acclaimed comic monologuist Josh Kornbluth‘. According to Wikipedia, the monologue ‘describes how despite a love for mathematics he “hit the wall” in his freshman classes at Princeton’ and ‘draws parallels between calculus and life’. Ha – parallels. Good one. From the trailer, it looks like the entire performance takes place in front of an increasingly-covered-in-maths lecture theatre blackboard.
Described as an ‘off-Broadway hit’, the show has toured the US playing in universities and theatres, and is set in the Mathematical Sciences Research Institute at Berkeley. The show’s site features a trailer as well as a link to buy the DVD.
Having featured interviews with two of our three editors in the past (see: Christian P here and Katie here), the lovely people at mathblogging.org have now completed the set and this week feature an interview with “the Bill Bryson of mathematics” (source: overheard at the Maths Jam conference), our own Peter Rowlett.
Why and when did Peter start blogging? Does anything still exist in maths he hasn’t yet blogged about? Find out in ‘Mathematical Instruments: Travels in a Mathematical World‘.