| Name | Category | Theorems |
condExpInd 📖 | CompOp | 14 mathmath: condExpInd_of_measurable, aestronglyMeasurable_condExpInd, condExpInd_ae_eq_condExpIndSMul, dominatedFinMeasAdditive_condExpInd, condExpInd_nonneg, setIntegral_condExpInd, condExpL1CLM_indicatorConstLp, condExpInd_disjoint_union, norm_condExpInd_apply_le, condExpL1CLM_indicatorConst, condExpInd_smul', norm_condExpInd_le, condExpInd_disjoint_union_apply, condExpInd_empty
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condExpIndL1 📖 | CompOp | 9 mathmath: condExpIndL1_add, continuous_condExpIndL1, norm_condExpIndL1_le, condExpIndL1_smul, condExpIndL1_smul', condExpIndL1_of_not_measurableSet, condExpIndL1_disjoint_union, condExpIndL1_of_measure_eq_top, condExpIndL1_of_measurableSet_of_measure_ne_top
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condExpIndL1Fin 📖 | CompOp | 7 mathmath: condExpIndL1Fin_smul, condExpIndL1Fin_add, condExpIndL1Fin_disjoint_union, condExpIndL1Fin_ae_eq_condExpIndSMul, condExpIndL1Fin_smul', norm_condExpIndL1Fin_le, condExpIndL1_of_measurableSet_of_measure_ne_top
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condExpL1 📖 | CompOp | 18 mathmath: condExpL1_smul, tendsto_condExpL1_of_dominated_convergence, condExpL1_measure_zero, condExpL1_of_aestronglyMeasurable', aestronglyMeasurable_condExpL1, condExpL1_undef, condExpL1_add, condExpL1_neg, setIntegral_condExpL1, condExp_ae_eq_condExpL1, ProbabilityTheory.condVar_of_sigmaFinite, condExp_of_sigmaFinite, condExpL1_mono, condExpL1_zero, integrable_condExpL1, condExpL1_sub, condExpL1_eq, condExpL1_congr_ae
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condExpL1CLM 📖 | CompOp | 10 mathmath: condExpL1CLM_of_aestronglyMeasurable', condExpL1CLM_indicatorConstLp, setIntegral_condExpL1CLM_of_measure_ne_top, condExp_ae_eq_condExpL1CLM, condExpL1CLM_indicatorConst, condExpL1CLM_lpMeas, aestronglyMeasurable_condExpL1CLM, setIntegral_condExpL1CLM, condExpL1CLM_smul, condExpL1_eq
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