Path: utzoo!utgpu!news-server.csri.toronto.edu!cs.utexas.edu!sdd.hp.com!mips!apple!netcom!allanh From: allanh@netcom.COM (Allan N. Hessenflow) Newsgroups: comp.dsp Subject: factoring matrices question Message-ID: <1991Apr8.200939.5533@netcom.COM> Date: 8 Apr 91 20:09:39 GMT Organization: Netcom - Online Communication Services UNIX System {408 241-9760 guest} Lines: 16 I've been told that there's a way to factor the following matrix so that, when it's multiplied by a column vector, the total number of multiplications are reduced (2:1?) at the expense of some additions. However, I can't see how. Any insights would be appreciated. c3 -c5 c1 -c7 c5 c3 -c7 -c1 -c7 c1 c3 c5 c1 c7 -c5 c3 where cn=cos(n*pi/16). allan -- Allan N. Hessenflow {apple|claris}!netcom!allanh allanh@netcom.com