[Merged by Bors] - feat(measure_theory/lp_space): extend the definition of Lp seminorm to p ennreal #5808
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RemyDegenne
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src/measure_theory/lp_space.lean
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| ⟨ae_measurable.const_smul hf.1 c, | ||
| lt_of_le_of_lt (le_of_eq (snorm_const_smul hf.1 c)) (ennreal.mul_lt_top ennreal.coe_lt_top hf.2)⟩ | ||
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| lemma snorm'_smul_le_mul_snorm' [measurable_space 𝕜] [opens_measurable_space 𝕜] {q r : ℝ} |
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This one probably has an snorm version, but this can wait for later.
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…o p ennreal (#5808) Rename the seminorm with real exponent to `snorm'`, introduce `snorm_ess_sup` for `L\infty`, equal to the essential supremum of the norm.
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Rename the seminorm with real exponent to
snorm', introducesnorm_ess_supforL\infty, equal to the essential supremum of the norm.