Complexity: Difference between revisions
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The complexity of a just interval is often called the '''height'''. | The complexity of a just interval is often called the '''height'''. | ||
There are various measures of complexity for rational intervals. Generally these can be | There are various measures of complexity for rational intervals. Generally these can be thought of as measuring the size of the numerator and denominator when expressed in lowest terms. | ||
Specific examples of these are [[Benedetti height]], [[Tenney height]], [[Wilson height]] and the [[Tenney-Euclidean metrics#TE_norm|Tenney-Euclidean norm]]. | Specific examples of these are [[Benedetti height]], [[Tenney height]], [[Wilson height]] and the [[Tenney-Euclidean metrics#TE_norm|Tenney-Euclidean norm]]. | ||