MOS diagrams: Difference between revisions

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*From the Wilson Archives on Kraig Grady's [http://Anaphoria.com Anaphoria.com]:

**[http://anaphoria.com/hrgm.PDF The first set of 32 horograms] — see also [[Horogram]].

**[http://anaphoria.com/hrgm.PDF The first set of 32 horograms] – see also [[Horogram]].

**[http://anaphoria.com/sctree.PDF The Scale Tree] is the basis of the horograms.

**[http://anaphoria.com/MOSedo.PDF Moments of Symmetry, of Equal Divisions of the Octave].

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== L and s ==

The mechanics of scale generation are such that — when iterating from one scale to the next densest one — all large steps in the preceding scale become one large step and one small step in the new scale.

The mechanics of scale generation are such that{{mdash}}when iterating from one scale to the next densest one{{mdash}}all large steps in the preceding scale become one large step and one small step in the new scale.

Another way to think about this is that a small-step-sized chunk has been split off of each of the former large steps. The remainder can be either larger or smaller than the small step

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== See also ==

[[Gallery of MOS patterns]]

* [[Gallery of MOS patterns]]

[[Category:MOS scale]]

[[Category:Todo:expand]]

@@ Line 2: / Line 2: @@
 *From the Wilson Archives on Kraig Grady's [http://Anaphoria.com Anaphoria.com]:
-**[http://anaphoria.com/hrgm.PDF The first set of 32 horograms] —  see also [[Horogram]].
+**[http://anaphoria.com/hrgm.PDF The first set of 32 horograms] &ndash; see also [[Horogram]].
 **[http://anaphoria.com/sctree.PDF The Scale Tree] is the basis of the horograms.
 **[http://anaphoria.com/MOSedo.PDF Moments of Symmetry, of Equal Divisions of the Octave].
@@ Line 11: / Line 11: @@
 == L and s ==
-The mechanics of scale generation are such that — when iterating from one scale to the next densest one — all large steps in the preceding scale become one large step and one small step in the new scale.
+The mechanics of scale generation are such that{{mdash}}when iterating from one scale to the next densest one{{mdash}}all large steps in the preceding scale become one large step and one small step in the new scale.
 Another way to think about this is that a small-step-sized chunk has been split off of each of the former large steps. The remainder can be either larger or smaller than the small step
@@ Line 45: / Line 45: @@
 == See also ==
-[[Gallery of MOS patterns]]
+* [[Gallery of MOS patterns]]
 [[Category:MOS scale]]
 [[Category:Todo:expand]]