Combination product set: Difference between revisions

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Cps are closely related to [[Euler_genera|Euler genera]], since if we combine 0)n, 1)n, 2)n ... n)n before reducing to an octave, and then reduce, we get an Euler genus.
Cps are closely related to [[Euler_genera|Euler genera]], since if we combine 0)n, 1)n, 2)n ... n)n before reducing to an octave, and then reduce, we get an Euler genus.
[[Category:math]]
[[Category:math]]
CPSs were invented by [[Erv Wilson|Erv Wilson]].