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Group Information

  • Members: 230
  • Category: Mathematics
  • Founded: May 21, 2001
  • Language: English
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14 New Messages

Description

Like the tuning list but for folks who want to get mathematical. The going can be heavy at times, so here are theory-laden links to the work of some list members:

Paul Erlich   Gene Smith   Graham Breed   Herman Miller   Dave Keenan   Kees van Prooijen

Here are some central references:

Xenharmonic Wiki   Tonalsoft Encyclopedia   Sagittal notation project

Most Recent Messages

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Re: Finding the preimage of a tempered interval
... Actually, it seems like you already figured this out here http://tech.groups.yahoo.com/group/tuning-math/message/18021 Seems simple enough - if I has size
Posted - Tue May 29, 2012 6:20 am
 Mike Battaglia
battaglia01
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Re: Finding the preimage of a tempered interval
... I dunno wtf this is, Maple just added a bunch of random crap for no reason. If I remove the outputs I get this (comments added) ... [-21 6 5 0 0 1] [
Posted - Tue May 29, 2012 6:03 am
 battaglia01
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Re: Finding the preimage of a tempered interval
On Tue, May 29, 2012 at 1:09 AM, genewardsmith <genewardsmith@...> ... I said ... Maple's Smith Form routine also can output variables called U and
Posted - Tue May 29, 2012 5:56 am
 battaglia01
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Re: Finding the preimage of a tempered interval
... What would be far more useful than trying to debug a computation which gave the wrong result would be you showing how you got a correct result, giving each
Posted - Tue May 29, 2012 5:29 am
 genewardsmith
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Re: Finding the preimage of a tempered interval
... Before you said U*I*V, not inv(U)*I*inv(V). But it still doesn't check your result. ... I'm just calling LinearAlgebra[SmithForm].
Posted - Tue May 29, 2012 5:09 am
 genewardsmith
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Message History

Jan Feb Mar Apr May Jun Jul Aug Sep Oct Nov Dec
2012 161 29 181 112 82
2011 265 182 113 154 47 62 82 70 195 273 131 65
2010 24 7 2 44 312 54 117 75 14 198 46 80
2009 31 13 6 6 4 1 3 1 7 1
2008 41 22 226 48 132 23 6 3 6 35
2007 96 120 312 107 77 43 9 49 62 32 34 50
2006 513 347 144 23 264 264 268 132 106 68 19 57
2005 20 79 209 186 161 112 78 178 138 372 445 146
2004 740 782 324 178 75 180 571 278 90 22 8 2
2003 466 304 125 93 46 126 201 206 112 406 696 303
2002 736 308 519 271 187 124 65 32 97 215 201 139
2001 91 383 143 320 182 215 250 772
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