Tritriadic scale: Difference between revisions
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also related to generator-sequece scales |
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A tritriadic scale is a special case of a [[cross-set scale]]. We can express a ''T'':''M'':''D'' tritriadic scale as CrossSet({1/1, ''M''/''T'', ''D''/''T''}, {''T''/''D'', 1/1, ''D''/''T''}). | A tritriadic scale is a special case of a [[cross-set scale]]. We can express a ''T'':''M'':''D'' tritriadic scale as CrossSet({1/1, ''M''/''T'', ''D''/''T''}, {''T''/''D'', 1/1, ''D''/''T''}). | ||
Also, this scale type is a kind of a [[generator sequence]] scale: GS(''T'':''M'':''D'')[7], or GS(''M''/''T'', ''D''/''M'')[7]. | |||
The concept of tritriadic scales was first developed by John Chalmers in 1986<ref>[https://xh.xentonic.org/tables-of-contents.html "Xenharmonikôn Tables of Contents"]. ''xh.xentonic.org''. Retrieved 24 July, 2021.</ref>. | The concept of tritriadic scales was first developed by John Chalmers in 1986<ref>[https://xh.xentonic.org/tables-of-contents.html "Xenharmonikôn Tables of Contents"]. ''xh.xentonic.org''. Retrieved 24 July, 2021.</ref>. | ||