Abstract
It was shown in the previous paper that harmonic analysis for many terms can be made more feasible by substitution with sets of simpler analyses, if the total number of terms r can be put equal to m×n, where the integers m and n are incommensurable. The present paper deals with the procedures to be taken for the case where the m and n are arbitrary integers, and gives an example of analysis for 12 _??_ 12 terms schematically.
