Comment by nnm 4 years ago Any function that can be implemented in a computer is a Lebesgue measurable function. 2 comments nnm Reply bollu 4 years ago I don't doubt it, but I don't immediately see the proof either. What's the key idea? contravariant 4 years ago Most spaces that computers deal with are basically discrete.Technically this may not always be the case but it's very hard to construct a convincing counter example.
bollu 4 years ago I don't doubt it, but I don't immediately see the proof either. What's the key idea? contravariant 4 years ago Most spaces that computers deal with are basically discrete.Technically this may not always be the case but it's very hard to construct a convincing counter example.
contravariant 4 years ago Most spaces that computers deal with are basically discrete.Technically this may not always be the case but it's very hard to construct a convincing counter example.
I don't doubt it, but I don't immediately see the proof either. What's the key idea?
Most spaces that computers deal with are basically discrete.
Technically this may not always be the case but it's very hard to construct a convincing counter example.