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theories/kernel.v

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@@ -41,18 +41,6 @@ Local Open Scope classical_set_scope.
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Local Open Scope ring_scope.
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Local Open Scope ereal_scope.
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(* PR in progress *)
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Lemma emeasurable_itv (R : realType) (i : interval (\bar R)) :
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measurable ([set` i]%classic : set \bar R).
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Proof.
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rewrite -[X in measurable X]setCK; apply: measurableC.
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rewrite set_interval.setCitv /=; apply: measurableU => [|].
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- move: i => [[b1 i1|[|]] i2] /=; rewrite ?set_interval.set_itvE//.
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exact: emeasurable_itv_ninfty_bnd.
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- move: i => [i1 [b2 i2|[|]]] /=; rewrite ?set_interval.set_itvE//.
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exact: emeasurable_itv_bnd_pinfty.
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Qed.
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Section sfinite_fubini.
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Context d d' (X : measurableType d) (Y : measurableType d') (R : realType).
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Variables (m1 : {sfinite_measure set X -> \bar R}).

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