# HG changeset patch # User hoelzl # Date 1335359219 -7200 # Node ID 7b2836a43cc9504e23afc49bf113c4f89c216804 # Parent df437d1bf8db90dff6da070ab00595ce1433e188 correct lemma name diff -r df437d1bf8db -r 7b2836a43cc9 src/HOL/Probability/Sigma_Algebra.thy --- a/src/HOL/Probability/Sigma_Algebra.thy Wed Apr 25 14:33:21 2012 +0200 +++ b/src/HOL/Probability/Sigma_Algebra.thy Wed Apr 25 15:06:59 2012 +0200 @@ -877,7 +877,7 @@ "M \ Pow \ \ M' \ M \ sets (measure_of \ M' \) \ sets (measure_of \ M \')" by (auto intro!: sigma_sets_subseteq) -lemma in_extended_measure[intro, simp]: "M \ Pow \ \ A \ M \ A \ sets (measure_of \ M \)" +lemma in_measure_of[intro, simp]: "M \ Pow \ \ A \ M \ A \ sets (measure_of \ M \)" by auto section {* Constructing simple @{typ "'a measure"} *} @@ -1029,7 +1029,7 @@ lemma measurable_iff_measure_of: assumes "N \ Pow \" "f \ space M \ \" shows "f \ measurable M (measure_of \ N \) \ (\A\N. f -` A \ space M \ sets M)" - by (metis assms in_extended_measure measurable_measure_of assms measurable_sets) + by (metis assms in_measure_of measurable_measure_of assms measurable_sets) lemma measurable_cong: assumes "\ w. w \ space M \ f w = g w"