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Mathematically, a Coefficients filter has to have at least one numerator, which can be 1. Otherwise the output time series would be all zeros.
A no-coefficient Coefficient filter might be used to just be a container for units, but this should be discouraged. Requiring at least one numerator would force using of at least a single coefficient, even if it is 1.
Related, docs currently say "Laplace transforms or IIR filters can both be expressed" with Coefficients, but I think they meant "analog filters" instaed of IIR filters. It makes sense to me to represent a digital IIR filter with coefficients, especially if implemented in the time domain.
See PR #126 for doc fix for this, but not schema change.
Mathematically, a Coefficients filter has to have at least one numerator, which can be 1. Otherwise the output time series would be all zeros.
A no-coefficient Coefficient filter might be used to just be a container for units, but this should be discouraged. Requiring at least one numerator would force using of at least a single coefficient, even if it is 1.
Change:
to
Similarly a FIR filter should have at least one NumeratorCoefficient so change
to
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