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dpsanders avatar dpsanders commented on July 22, 2024

And return an indication of whether the intervalbox is atomic (ie atomic on each direction)

from intervalarithmetic.jl.

dpsanders avatar dpsanders commented on July 22, 2024

Note that a box is atomic only if each interval in the box is.

from intervalarithmetic.jl.

dpsanders avatar dpsanders commented on July 22, 2024

Probably it should return (X, ∅) if X is atomic.

from intervalarithmetic.jl.

Kolaru avatar Kolaru commented on July 22, 2024

Note that a box is atomic only if each interval in the box is.

This is true, but we will have to be careful: the non atomic dimension may not be the biggest one.

julia> X = IntervalBox(0..1, 10.0^100..nextfloat(10.0^100))
[0, 1] × [9.99999e+99, 1.00001e+100]

julia> bisect(X)
([0, 1] × [9.99999e+99, 1.00001e+100], [0, 1] × [1e+100, 1.00001e+100])

Also this doesn't seem to be part of the standard (freedom !), and I like the (X, ∅) proposition.

from intervalarithmetic.jl.

dpsanders avatar dpsanders commented on July 22, 2024

Good point! That will be tricky to handle.

I guess broadcast isatomic over the IntervalBox and bisect the first dimension that is not atomic.

from intervalarithmetic.jl.

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