Linked from

The 10 pages that link to Henri Lebesgue, each with the reason it gives.

• Lebesgue measureRelated: His early twentieth-century work developed the measure named after him.

• Measure theoryRelated: His integration theory made measure a foundation for a broader notion of integral.

• Real analysisRelated: His integration theory extended classical analysis to wider classes of functions.

• Émile BorelRelated: Lebesgue extended the measure-theoretic foundations closely connected with Borel’s work.

• Ergodic theoryRelated: Lebesgue integration provided the analytic framework for invariant averages.

• Descriptive set theoryRelated: Lebesgue measurability became a key regularity question for definable sets.

• Tonelli's theoremRelated: Tonelli's theorem belongs to the integration framework developed from Lebesgue's theory.

• Fatou's lemmaRelated: Fatou's lemma belongs to the integration framework created by Lebesgue's theory.

• Blaschke–Lebesgue theoremRelated: His name is paired with Blaschke’s in the theorem’s standard title.

• Denjoy–Luzin theoremRelated: Lebesgue’s measure supplies the language for stating the theorem’s exceptional-set conclusion.