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use patch here? #1100

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affeldt-aist opened this issue Nov 15, 2023 · 1 comment
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use patch here? #1100

affeldt-aist opened this issue Nov 15, 2023 · 1 comment
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@affeldt-aist
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\int[mu]_(x in E `&` D) f x = \int[mu]_(x in E) (f x * (\1_D x)%:E).

i.e., f \_ D instead of f \* \1_ D ?

@affeldt-aist affeldt-aist added the question ❓ There is an unanswered question here label Nov 15, 2023
@affeldt-aist affeldt-aist added this to the 0.6.7 milestone Nov 15, 2023
@affeldt-aist affeldt-aist changed the title use the patch here? use patch here? Nov 17, 2023
@affeldt-aist affeldt-aist modified the milestones: 0.6.7, 0.6.8 Jan 8, 2024
@affeldt-aist affeldt-aist modified the milestones: 0.7.0, 1.0.0 Jan 17, 2024
@affeldt-aist affeldt-aist modified the milestones: 1.0.0, 1.0.1 Jan 26, 2024
@affeldt-aist affeldt-aist modified the milestones: 1.0.1, 1.1.0, 1.2.0 Mar 24, 2024
@affeldt-aist affeldt-aist modified the milestones: 1.2.0, 1.3.0 Jun 3, 2024
@affeldt-aist
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We went on to use f \_ D instead

Lemma integralEpatch (D : set T) (mD : measurable D) (f : T -> \bar R) :
\int[mu]_(x in D) f x = \int[mu]_(x in D) (f \_ D) x.

that felt more appropriate in practice when developing the corollary to the FTC1.

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