| Name | Category | Theorems |
FrechetUrysohnSpace 📖 | CompData | 4 mathmath: Subtype.instFrechetUrysohnSpace, Topology.IsInducing.frechetUrysohnSpace, FirstCountableTopology.frechetUrysohnSpace, FrechetUrysohnSpace.of_seq_tendsto_imp_tendsto
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IsSeqClosed 📖 | MathDef | 4 mathmath: IsClosed.isSeqClosed, isSeqClosed_iff_isClosed, isSeqClosed_of_seqClosure_eq, isSeqClosed_iff
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IsSeqCompact 📖 | MathDef | 9 mathmath: SeqCompactSpace.isSeqCompact_univ, UniformSpace.isCompact_iff_isSeqCompact, WeakDual.isSeqCompact_closedBall, isCompact_iff_isSeqCompact, WeakDual.isSeqCompact_of_isBounded_of_isClosed, WeakDual.isSeqCompact_polar, seqCompactSpace_iff, IsCompact.isSeqCompact, IsSeqCompact.range
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SeqCompactSpace 📖 | CompData | 4 mathmath: UniformSpace.compactSpace_iff_seqCompactSpace, FirstCountableTopology.seq_compact_of_compact, compactSpace_iff_seqCompactSpace, seqCompactSpace_iff
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SeqContinuous 📖 | MathDef | 2 mathmath: Continuous.seqContinuous, continuous_iff_seqContinuous
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SequentialSpace 📖 | CompData | 10 mathmath: FrechetUrysohnSpace.to_sequentialSpace, Quotient.instSequentialSpace, Topology.IsQuotientMap.sequentialSpace, DeltaGeneratedSpace.instSequentialSpace, LightCondSet.instSequentialSpaceCarrierObjTopCatLightCondSetToTopCat, Sum.instSequentialSpace, LightCondSet.instSequentialSpaceCarrierToTopCat, Sequential.is_sequential, SequentialSpace.sup, SequentialSpace.coinduced
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seqClosure 📖 | CompOp | 6 mathmath: IsSeqClosed.seqClosure_eq, seqClosure_eq_closure, subset_seqClosure, isSeqClosed_iff, seqClosure_subset_closure, FrechetUrysohnSpace.closure_subset_seqClosure
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