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1 topic
Project-declaredLean 4.32.0

Lipschitz On With of i Lip ENorm ne top

LipschitzOnWith.of_iLipENorm_ne_top

Plain-language statement

If the project’s inhomogeneous Lipschitz norm of φ\varphi on the ball B(z,R)B(z,R) is finite, then φ\varphi is Lipschitz on that ball. A valid Lipschitz constant is the finite normalized norm divided by RR.

harmonic analysisFourier analysismeasure theory

Source project: Carleson formalization

Person-level attribution pending.

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