Structures · Analysis
MeasureTheory.IsLocallyFiniteMeasure
A measure is called locally finite if it is finite in some neighborhood of each point.
- Shape
- One type argument · adds finiteAtNhds
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Extends nothing: this is a root of the hierarchy.
Extended by0
Nothing extends this class yet.
Concrete types that are instances3
- Real
- UpperHalfPlane
- Prod
How is a type an instance?
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Assumed by190
- Continuous.intervalIntegrable
- ContinuousOn.intervalIntegrable
- MeasureTheory.Measure.toBoxAdditive
- IsUnifLocDoublingMeasure.vitaliFamily
- VitaliFamily.limRatioMeas
- MeasureTheory.Measure.finiteAt_nhds
- intervalIntegrable_const
- ContDiffBump.support_normed_eq
- measure_Icc_lt_top
- ContinuousOn.intervalIntegrable_of_Icc
- VitaliFamily.measure_le_of_frequently_le
- MeasureTheory.Measure.toBoxAdditive_apply
- ContDiffBump.integrable
- VitaliFamily.ae_tendsto_rnDeriv
- BoxIntegral.Box.measure_coe_lt_top
- MeasureTheory.Measure.exists_isOpen_measure_lt_top
- ContDiffBump.integral_normed
- MonotoneOn.intervalIntegrable
- intervalIntegral.FTCFilter.finiteAt_inner
- VitaliFamily.eventually_measure_lt_top
- measure_Ioc_lt_top
- IsUnifLocDoublingMeasure.closedBall_mem_vitaliFamily_of_dist_le_mul
- VitaliFamily.ae_tendsto_average_norm_sub
- IsUnifLocDoublingMeasure.tendsto_closedBall_filterAt
- VitaliFamily.limRatioMeas_measurable
- MeasureTheory.isClosed_setOfPred_preimage_ae_eq
- intervalIntegral.measure_integral_sub_integral_sub_linear_isLittleO_of_tendsto_ae
- BoxIntegral.integrable_of_continuousOn
- VitaliFamily.ae_tendsto_limRatioMeas
- ContinuousOn.locallyIntegrableOn
- MeasureTheory.MemLp.locallyIntegrable
- ContDiffBump.integral_pos
- IsCompact.exists_isOpen_lt_of_lt
- IsCompact.exists_isOpen_lt_add
- MeasureTheory.Measure.finiteAt_nhdsWithin
- MeasureTheory.Measure.ext_of_Icc
- MeasureTheory.locallyIntegrable_const
- BoxIntegral.integrable_of_bounded_and_ae_continuousWithinAt
- VitaliFamily.ae_tendsto_lintegral_div'
- blimsup_cthickening_mul_ae_eq
- BoxIntegral.Prepartition.measure_iUnion_toReal
- intervalIntegral.continuous_parametric_intervalIntegral_of_continuous'
- MeasureTheory.SimpleFunc.hasBoxIntegral
- intervalIntegral.intervalIntegrable_one_div
- ContinuousOn.integrableAt_nhdsWithin
- Besicovitch.ae_tendsto_measure_inter_div_of_measurableSet
- Real.measure_ext_Ioo_rat
- BoxIntegral.norm_integral_le_of_le_const
- VitaliFamily.mul_measure_le_of_subset_lt_limRatioMeas
- MeasureTheory.Measure.finiteSpanningSetsInOpen'
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