instOrderBot 📖 | CompOp | 128 mathmath: SchwartzMap.norm_toLp_le_seminorm, Fin.attachFin_Iic, ProbabilityTheory.Kernel.partialTraj_succ_of_le, MeasureTheory.preimage_spanningSetsIndex_singleton, largeSchroder_succ, Filter.Tendsto.partialSups_apply, disjointed_zero, MeasureTheory.StronglyAdapted.isStoppingTime_upperCrossingTime, partialSups_eq_sup'_range, MeasureTheory.Submartingale.mul_integral_upcrossingsBefore_le_integral_pos_part, MeasureTheory.lowerCrossingTime_lt_upperCrossingTime, MeasureTheory.isProjectiveLimit_nat_iff, biUnion_range_succ_disjointed, Polynomial.length_coeffList_eq_withBotSucc_degree, MvPolynomial.degreeOf_sum_le, MeasureTheory.upcrossingsBefore_zero', MvPolynomial.totalDegree_eq, MeasureTheory.Submartingale.stoppedValue_leastGE, MeasureTheory.spanningSetsIndex_eq_iff, range_succ_eq_Iic, MeasureTheory.integral_mul_upcrossingsBefore_le_integral, MeasureTheory.upperCrossingTime_bound_eq, Nimber.bot_eq_zero, frestrictLe_iterateInduction, Finset.biUnion_slice, ContinuousWithinAt.partialSups_apply, MeasureTheory.crossing_pos_eq, Fin.finsetImage_val_Iio, Polynomial.coeffList_eraseLead, partialSups_eq_sup_range, MeasureTheory.stoppedValue_lowerCrossingTime, Polynomial.natDegree_sum_eq_of_disjoint, Finset.subset_range_sup_succ, MeasureTheory.upperCrossingTime_lt_lowerCrossingTime, MeasureTheory.Submartingale.eLpNorm_stoppedAbove_le, ProbabilityTheory.Kernel.partialTraj_succ_eq_comp, Finset.sum_card_slice, ProbabilityTheory.Kernel.partialTraj_le_def, MeasureTheory.mul_integral_upcrossingsBefore_le_integral_pos_part_aux, MeasureTheory.StronglyAdapted.measurable_upcrossings, MeasureTheory.inducedFamily_Iic, MeasureTheory.Measure.pi_prod_map_IicProdIoc, card_Iic, MeasureTheory.measurableCylinders_nat, partialSups_eq_sUnion_image, withBotSucc_zero, MeasureTheory.Submartingale.eLpNorm_stoppedAbove_le', nilpotencyClass_pi, ProbabilityTheory.Kernel.instIsSFiniteKernelForallValNatMemFinsetIicPartialTraj, MeasureTheory.StronglyAdapted.isStoppingTime_crossing, MvPolynomial.weightedTotalDegree_one, MeasureTheory.stoppedValue_upperCrossingTime, MeasureTheory.partialTraj_const, ProbabilityTheory.Kernel.partialTraj_le, ProbabilityTheory.Kernel.partialTraj_succ_self, MeasureTheory.isPredictable_of_measurable_add_one, WittVector.dvd_sub_sum_teichmuller_iterateFrobeniusEquiv_coeff, SimpleGraph.extremalNumber_of_fintypeCard_eq, MeasureTheory.upperCrossingTime_lt_bddAbove, MeasureTheory.upcrossings_eq_top_of_frequently_lt, withBotSucc_one, ContinuousWithinAt.partialSups, MeasureTheory.upperCrossingTime_lt_nonempty, ContinuousOn.partialSups, MeasureTheory.upcrossingsBefore_lt_of_exists_upcrossing, MeasureTheory.Submartingale.stoppedValue_leastGE_eLpNorm_le, MeasureTheory.upcrossingsBefore_le, SchwartzMap.eLpNorm_le_seminorm, ProbabilityTheory.Kernel.partialTraj_comp_partialTraj, MeasureTheory.NullMeasurableSet.disjointed, ContinuousAt.partialSups, partialSups_zero, MeasureTheory.Submartingale.mul_lintegral_upcrossings_le_lintegral_pos_part, MeasureTheory.mem_disjointed_spanningSetsIndex, MvPolynomial.degreeOf_eq_sup, MeasureTheory.StronglyAdapted.measurable_upcrossingsBefore, MeasureTheory.norm_stoppedValue_leastGE_le, disjointedRec_zero, MeasureTheory.upcrossingsBefore_eq_sum, MeasureTheory.Submartingale.stoppedAbove, ProbabilityTheory.Kernel.partialTraj_self, Multiset.count_finset_sup, Fin.attachFin_Iio, sup_divisors_id, MeasureTheory.upcrossingsBefore_zero, cast_finsetSup, Set.partialSups_eq_accumulate, MeasurableSet.disjointed, MeasureTheory.upperCrossingTime_eq_of_bound_le, MeasureTheory.isPredictable_iff_measurable_add_one, MeasureTheory.measurableSet_predictable_singleton_prod, MeasureTheory.partialTraj_const_restrict₂, MeasureTheory.Submartingale.upcrossings_ae_lt_top', Fin.map_valEmbedding_univ, Continuous.partialSups_apply, MvPolynomial.totalDegree_finset_sum, ContinuousOn.partialSups_apply, Fin.finsetImage_val_Iic, Finset.card_shatterer_le_sum_vcDim, MeasureTheory.StronglyAdapted.isStoppingTime_lowerCrossingTime, card_Iio, MeasureTheory.StronglyAdapted.integrable_upcrossingsBefore, Continuous.partialSups, MvPolynomial.weightedTotalDegree_rename_of_injective, Polynomial.withBotSucc_degree_eq_natDegree_add_one, MeasureTheory.upperCrossingTime_lt_succ, partialSups_eq_biUnion_range, MeasureTheory.stoppedAbove_le, preimage_find_eq_disjointed, Fin.map_valEmbedding_Iio, MeasureTheory.upcrossingsBefore_mono, MeasureTheory.mul_upcrossingsBefore_le, Polynomial.supDegree_eq_natDegree, ProbabilityTheory.Kernel.partialTraj_zero, MeasureTheory.upcrossings_lt_top_iff, MeasureTheory.Measure.FiniteSpanningSetsIn.disjointed_set_eq, MeasureTheory.upcrossingsBefore_bot, MeasureTheory.upcrossingsBefore_pos_eq, Iio_eq_range, SchwartzMap.one_add_le_sup_seminorm_apply, MeasureTheory.exists_upperCrossingTime_eq, Filter.Tendsto.partialSups, bot_eq_zero, MeasureTheory.sum_restrict_disjointed_spanningSets, ContinuousAt.partialSups_apply, Fin.map_valEmbedding_Iic, MeasureTheory.Submartingale.stoppedValue_leastGE_eLpNorm_le', MeasureTheory.isProjectiveLimit_nat_iff'
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