Classifier Instance:

Anchor text: Hausdorff
Target Entity: Hausdorff_space
Preceding Context: As a uniform space, every topological group is completely regular. It follows that if a topological group is T 0 (Kolmogorov) then it is already T 2 (
Succeeding Context: ), even T 3½ (Tychonoff).
Paragraph Title: Properties
Source Page: Topological group

Ground Truth Types:

|---wordnet_entity_100001740
|  |---wordnet_entity_100001740_rest

Predicted Types:

TypeConfidenceDecision
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wordnet_intellectual_109621545-1.475114583554441 0
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wordnet_adult_109605289-1.7100504226398245 0
wordnet_entertainer_109616922-1.7378906665303893 0
wordnet_leader_109623038-2.1941698527274203 0
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wordnet_scientist_1105606371.491173735383161 1
wordnet_creator_109614315-2.055493126325361 0
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wordnet_authority_109824609-1.421912661104939 0
wordnet_combatant_109939313-1.5586566157012336 0
yagoGeoEntity-1.509932452007837 0
|---wordnet_entity_100001740
|  |---wordnet_artifact_100021939
|  |---wordnet_event_100029378
|  |---wordnet_organization_108008335
|  |---wordnet_person_100007846
|  |  |---wordnet_contestant_109613191
|  |  |---wordnet_peer_109626238
|  |  |---wordnet_intellectual_109621545
|  |  |---wordnet_female_109619168
|  |  |---wordnet_communicator_109610660
|  |  |---wordnet_ruler_110541229
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|  |  |---wordnet_leader_109623038
|  |  |---wordnet_worker_109632518
|  |  |---wordnet_scientist_110560637
|  |  |---wordnet_creator_109614315
|  |  |---wordnet_traveler_109629752
|  |  |---wordnet_disputant_109615465
|  |  |---wordnet_preserver_110466918
|  |  |---wordnet_unfortunate_109630641
|  |  |---wordnet_expert_109617867
|  |  |---wordnet_adjudicator_109769636
|  |  |---wordnet_good_person_110138767
|  |  |---wordnet_authority_109824609
|  |  |---wordnet_combatant_109939313
|  |---yagoGeoEntity