Find how many values of a discrete periodic function are contained in an interval.

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Find how many values of a discrete periodic function contained in an interval.

What are discrete periodic functions?

Periodic functions are functions that repeat. Discrete functions are functions whose values do not connect. An example of a discrete periodic function is the function of "Wednesdays" on a calendar. Wednesdays are discrete values along a timeline, and they repeat every 7 days.

What might I use this library for?

Continuing the example from above, this library could be used to determine the number of Wednesdays between two days. You could extend this to find the number of work days or week days between two days.


The members of a periodic function's output are the "values." A single member is a "value."
The distance that the function repeats itself along is the "period."
An interval is defined by a "start" and "end".


containedPeriodicValues(start, end, value, period)
Find the number of values contained with the "start" and "end." This method works with intervals with inclusive starts and exclusive ends. In math syntax, this would be written as [start, end).
The order that you specify the start and end does not matter.