Telicity: Difference between revisions
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Stated more mathematically, where "N" is the number of steps in a given EDO, "r" is the ratio of an interval in one of the two prime chains in question, and "M" is the monzo of "r", the following equation must hold true along both prime chains up to and including the point of connection: | Stated more mathematically, where "N" is the number of steps in a given EDO, "r" is the ratio of an interval in one of the two prime chains in question, and "M" is the monzo of "r", the following equation must hold true along both prime chains up to and including the point of connection: | ||
{N, round(log2(3)*N), round(log2(5)*N), round(log2(7)*N), round(log2(11)*N), ...}.{M} = round(log2(r)*N) | {N, round(log2(3)*N), round(log2(5)*N), round(log2(7)*N), round(log2(11)*N), ...}.{M} = round(log2(r)*N) | ||
Commas and EDOs that demonstrate this property are known as '''telic'''. When a given EDO is telic in a given multiprime relationship by more than one means, it can be said to be '''multitelic'''. | Commas and EDOs that demonstrate this property are known as '''telic'''. When a given EDO is telic in a given multiprime relationship by more than one means, it can be said to be '''multitelic'''. | ||