What Math Actually Sounds Like
cellophane writes "If Verdi had a math fetish and a computer, would he be John Greschak? Greschak composes music based upon the mathematical properties of various mathematical objects (e.g. a six-sided die or pentominoes). He writes computer programs to realize devised algorithms and uses the results of these processes as source material for musical pieces. Greschak's newest addition, Platonic Dice: Dodecahedron for 12 woodwinds, was created by using musical material derived from the mathematical properties of one of the Platonic dice. Well, its not Verdi, but its definitely interesting."
... to see thousands of web-porn banners screaming "see Dodecahedrons in hot back-stage action now!!!"
"It was a summer's tale: Just a boy, his Linux, and a head full of dreams..."
It's not as good at the latest crazy town album, but in case it's slashdotted -- it sounds very strange, twangy, almost random, and VERY, VERY dissonant. However, it's quite beautiful.
Fractal Music is quite interesting, as well, and oddly it still sounds more orderly than Platonic Dice.
I anticipate that Hilary Rosen and Jack Valenti will spend the hereafter listening to this, if there is any sense of justice in the afterlife.
"I may be quite wrong." - Socrates
Julia sets would sound pretty cool I gather :)
Please hook up a sampler and record it that way.
I like the music, its just that the MIDI kills me.
This is truely one of the worst things i've ever heard. And I own a gravel album so thats saying quite a lot.
Religion is a gateway psychosis. -- Dave Foley
The poster was right - this is not Verdi. Music is not just an expression of mathematical equations. What these compositions are missing is the feeling, the tension, the journey that music should take you on. Serious music lovers like myself all would say that the best music is that which is filled with emotion. That includes classical music like Beethoven and Handel; it also (at least IMHO) includes newer music from bands like The Tea Party, Our Lady Peace, or my favourite indie band, Das Radio.
The true breakthrough will be when equations can be used to create music with emotion. Unfortunately, that will probably be years away...
Sounds like "for 12 monkeys with kazoos."
No, I take that back. It didn't sound that good.
Have you been stalked by Seth today?
I haven't tried it yet, but a couple of days ago a message went out on guile-user saying that the Common Music composition language has been ported to GUILE. (It is a Lisp-based program that already worked with several varieties of Lisp; see the link for more info.)
It supports ordinary composition, but its toolbox supports stuff like random selection and interpolation into envelopes, which ought to make exploitation of the mathematical properties of objects pretty easy.
Sheesh, evil *and* a jerk. -- Jade
Bach. Not Mozart.
In mathematics, one does not understand things, one merely gets used to them.
--VonNeumann
I used to hear this every day in high school during band practice.... while everyone was warming up.
I wouldn't exactly call it music though...
-- Thou hast strayed far from the path of the Avatar.
I would propose making monsterously huge speakers and blasting this into Iraq, but in my oppinion it would be a violation of the Geneva Convention.
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- - You can't take something off the Internet! That's like trying to take pee out of a swimming pool.
The truely wise man posts his music in MIDI before summiting his webpage to Slashdot.
...the music of Arnold Schoenberg. He was a german composer in the early 20th century who wrote very atonal pieces using what he called "tone rows" - a particular note could not be used again until all of the other 11 notes in the chromatic scale had been used.
Didn't Douglas Adams come up with this idea? It was a program called Anthem, which turned a company's financials into music, rather than geometric shapes, but the idea's the same.
Politas
I would propose making monsterously huge speakers and blasting this into Iraq, but in my oppinion it would be a violation of the Geneva Convention.
Actually, we've done stuff like that before
GMD
watch this
Schoenberg tried the same sort of thing in 1921 or so. He invented the "twelve tone" system, in which the twelve chromatic tones were arranged according to mathematical sets. He even remarked to one of his students that he had come up with an idea that would, "ensure the domination of German music in the 20th century."
The basic idea was neat in that it removed conscious choice from the equation and resulted in melodic and harmonic combinations that wouldn't normally occur to a composer. Serialism, as it's called, is still being taught and used to this day, even if I find it tiresome myself. Basically, this is just another facet of that serial system.
It has a unique kind of icy, remote quality, but music isn't really meant to be appreciated on an intellectual level so much as an emotional one. True enough, you can have a satisfying balance of both (like Bach's Well-Tempered Clavier), but purely intellectual stuff like this just isn't all that interesting outside of certain circles. Schoenberg's students, Alban Berg and Anton Webern did a much better job of writing listenable music with the system, mostly because they allowed some human influence in the model.
THE GOOD HUMOR MAN CAN ONLY BE PUSHED SO FAR
Bart Simpson on chalkboard in episode 2F18
Makes me think of this artist. Some of the MP3's are nice.
...`cat pi.txt >> /dev/dsp`?
Am I the only one that finds catting random things to the sound device[s] amusing?
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http://nemilar.net - Not your grandmother's soup kitchen
Non-musical types have been playing and producing mathematical music since Plato. I can't say any of it ranks up there with "twinkle twinkle" (even). But it never hurts to try...
A beginners' guide to Portland, OR?
Granted, no one is writing about my music anywhere :-]
This is not completely relevant, but people here might be interested in the converse question: What does music look like when viewed as a sequential, mathematical structure. This guy has analyzed a number of musical pieces and shows their structure. He also shows what sequential data look like.
John Greschak probably should do a bit more research on the subject of "Platonic Dice". What he is referring to are the Platonic solids.
In order for a solid to be a Platonic solid, it needs to be convex and have all its vertices (corners) to have the same number and size of regular polyhedrons touching them. For example, a cube is a Platonic solid because all of the vertices have 4 of the same size squares touching. There are only 5 Platonic solids possible: the Tetrahedron (4 sides), the Hexahedron (cube, 6 sides), Octahedron (8 sides), Dodecahedron (12 sides), Icosahedron (20 sides).
There is also a class of related solids called Archimedian solids where the solids are convex, all vertices are identical, all faces are regular polygons, but not all of the faces are identical to each other.
Sapere aude!
You would already know what math sounds like
Teacher: Class, today we're going to have a pop quiz
Students: Groaaannn, whiinne, snifffle
Depends on the audience though, a room full of geeks with a math fetish would probably make much more disturbing "music"...
Disclaimer: I like math, but it's not a fetish - phorm
He was incredibly an early influence on Frank Zappa.
I'm not a music student, just an educated listener. Maybe someone better versed in 20th century music than I am can comment on the relevance of Varese to mathmatically-inspired music.
"dope will get you through times of no money better than money will get you through times of no dope"