Lipps-Meyer law

The Lipps-Meyer law, named for Max F. Meyer (1873–1967), hypothesizes that the closure of melodic intervals is determined by "whether or not the end tone of the interval can be represented by the number two or a power of two," in the frequency ratio between notes.

Thus the interval order matters, a perfect fifth, for instance (C,G), ordered <C,G>, 2:3, gives an "effect of indicated continuation", while <G,C>, 3:2, gives an "effect of finality."

This is a measure of interval strength or stability and finality. Notice that it is similar but to the more common measure of interval strength, which is determined by its approximation to a lower, stronger, or higher, weaker, position in the harmonic series.

Source

• Meyer, M.F. (1929). "The Musician' Arithmetic", The University of Missouri Studies, January.