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There is currently no SQRT function which is critically important to have. Multiple algorithms on arbitrary-precision types require it. I think it worth to implement it in the crate, and as a result - in depended types, such as Ratio.
The text was updated successfully, but these errors were encountered:
Ratio will be trickier to deal with precision, because you probably don't want to just round √(a/b) by operating on the numerator and denominator separately. That is, ⌊√a⌋/⌊√b⌋ would be quite lossy.
(But we should take that discussion to the num-rational repo.)
There is currently no SQRT function which is critically important to have. Multiple algorithms on arbitrary-precision types require it. I think it worth to implement it in the crate, and as a result - in depended types, such as
Ratio
.The text was updated successfully, but these errors were encountered: