From: 伊藤洋介 <glacier345@gmail.com>
Dear Isabelle users,
For a nondecreasing right-continuous function $F$, the Lebesgue-Stieltjes
measure associated with $F$ is formalized as interval_measure
in the
theory Lebesgue_Measure
.
However, I cannot find the well-known formula
[image: LINT.png]
(when $F$ and $g$ satisfy some appropriate conditions).
Is this already formalized in Isabelle/HOL or AFP?
Best regards,
--
伊藤 洋介
Yosuke ITO
+81 80-5057-6931
glacier345@gmail.com
From: 伊藤洋介 <glacier345@gmail.com>
Dear Isabelle users,
I have found that the lemma nn_integral_density
in the theory
Nonnegative_Lebesgue_Integration
in HOL-Analysis is sufficient for my
application.
I should have noticed it earlier.
Thank you all for your comments.
Best regards,
2024年10月3日(木) 20:46 伊藤洋介 <glacier345@gmail.com>:
Dear Isabelle users,
For a nondecreasing right-continuous function $F$, the Lebesgue-Stieltjes
measure associated with $F$ is formalized asinterval_measure
in the
theoryLebesgue_Measure
.
However, I cannot find the well-known formula
[image: LINT.png]
(when $F$ and $g$ satisfy some appropriate conditions).
Is this already formalized in Isabelle/HOL or AFP?Best regards,
--
伊藤 洋介
Yosuke ITO
+81 80-5057-6931
glacier345@gmail.com
--
伊藤 洋介
Yosuke ITO
+81 80-5057-6931
glacier345@gmail.com
Last updated: Feb 05 2025 at 16:23 UTC