Ternary scale theorems: Difference between revisions
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== Proposition 3 (Properties of even generator-offset ternary scales) == | == Proposition 3 (Properties of even generator-offset ternary scales) == | ||
A primitive generator-offset ternary scale of even size where the generator g is an even-step (i.e. g subtends an even number of steps) has the following properties: | A primitive generator-offset ternary scale of even size where the generator g is an even-step (i.e. g subtends an even number of steps) has the following properties: | ||
# It is a union of two primitive mosses of size ''n''/2 generated by g | # It is a union of two primitive mosses of size ''n''/2 generated by g; thus it is a [[flought scale]] obtained by taking two offset copies of said primitive mos. | ||
# It is ''not'' SV3 | # It is ''not'' SV3 | ||
# It is ''not'' chiral | # It is ''not'' chiral | ||