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A comment on Optimizations Enabled by -ffast-Math. Parent comment

Re:Optimizations Enabled by -ffast-Math by jleahy on Wednesday October 20, 2021 @07:16AM (#28929327)
Calculating the average value for some observation in a time bucket, where some buckets may have no observation (resulting in 0/0=nan), finally taking some kind of summary of these ignoring nan values (there is a whole library of functions for this in numpy for example).

NaN and Inf are extremely valuable and useful encodings to represent real things. Particularly signed infinity is wonderful, as functions like exp behave correctly for inf (eg. exp(-inf)=0).

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Re:Optimizations Enabled by -ffast-Math by noctune on Wednesday October 20, 2021 @01:42PM (#28933554)
>Calculating the average value for some observation in a time bucket, where some buckets may have no observation (resulting in 0/0=nan)

But there are many ways such a calculation could result in NaN besides a division. For example, intermediate sums could result in something like inf - inf. I find it rare that you can definitely conclude that a NaN means some specific thing.

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