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From:
christian adam hresko
To:
Date:
Thu, 18 Jan 2001 03:23:13 -0500
Subject:
[idm] mac sequencers
Msg-Id:
<3A66A7F0.5462D178@ix.netcom.com>
Mbox:
idm.0101.gz
mac sequencers. the only sequencer worth buying is Digital Performer. great support, great piece of software, and it works extremely well with Reaktor. cubase isn't my cup of tea. i was never a fan of cubase, and i don't think i ever will be. very glitchy and unpredictable. (which is a BAD thing in software) but i would suggest downloading demos of whatever interests you and try them out for yourself. and if you like it, buy it. unless it's Max / MSP. why does everyone want to make bouncing ball sounds? it was cool when RDJ did it. actually, i still think that track kicks ass. but it's been done. so please don't do it again and again. unless you can do it better. or something. and i don't think he used MIDI delays to achieve that effect. if you listen very carefully, you can here the samples and or patches being processed. probably an MSP trick. Using the pumping lemma, we can show that there are algorithms to test if a given finite - state acceptor accepts any input at all and to test if it accepts a finite or infinite number of input strings. The next theorem shows that, in order to test these properties, we need only test whether or not the finite - state acceptor will accept some word from a suitable finite list of words. The algorithms for these properties then consist of testing whether or not the given finite - state acceptor does indeed accept any strings on this finite list. To test if a finite - state acceptor accepts a string, simply try all possible computations on this string; or else use theorem 3.7 to obtain an equivalent deterministic machine and then run the deterministic machine with this string as input. 3.7 Theorem If M is a nondeterministic finite - state acceptor, then we can find a deterministic finite - state acceptor MD such that A(M) = A(MD). cheers, (char)christian;