Talk:Integrable function

Should p be restricted to $$p\ge 1$$ for $$L^p$$-spaces?


 * Well, its a well defined set for any $$p\ge 0$$, its just not a Banach space. p between 0 and 1 appears in Hardy space theory, and $$L^0$$ appears occasionally in uniqueness theory. So I guess we can leave the text as it is. Gadykozma 22:27, 6 Oct 2004 (UTC)

"measurable space X with a sigma-algebra σ"?
The measurable space is the pair (X, σ) so this is wrong. I'm changing it to "set X with..." but I'm not sure if it's best. Is "measure space (X, σ, μ)" better, or "measurble space (X, σ) and a measure μ"?