Commit 2020-11-11 13:39 e1560a31
View on Github →feat(measure_theory/borel_space): continuity set of a function is measurable (#4967)
- Move the definition of
is_Gδ
and basic lemmas to a separate file. - Prove that
{x | continuous_at f x}
is a Gδ set provided that the codomain is a uniform space with countable basis of the uniformity filter (e.g., anemetric_space
). In particular, this set is measurable. - Rename
nhds_le_uniformity
tosupr_nhds_le_uniformity
. - Add new
nhds_le_uniformity
without⨆
in the statement. - Add
uniform.continuous_at_iff_prod
.