Classifier Instance:

Anchor text: Mahalanobis
Target Entity: Mahalanobis_distance
Preceding Context: As implied by the definition, Voronoi cells can be defined for metrics other than Euclidean (such as the
Succeeding Context: or Manhattan) distances. However in these cases the boundaries of the Voronoi cells may be more complicated than in the Euclidean case, since the equidistant locus for two points may fail to be subspace of codimension 1, even in the 2-dimensional case.
Paragraph Title: Generalizations and variations
Source Page: Voronoi diagram

Ground Truth Types:

|---wordnet_entity_100001740
|  |---wordnet_event_100029378
|  |  |---wordnet_act_100030358
|  |  |  |---wordnet_action_100037396
|  |  |  |  |---wordnet_action_100037396_rest

Predicted Types:

TypeConfidenceDecision
wordnet_artifact_100021939-1.2679879301856556 0
wordnet_event_100029378-0.13655381082778692 0
wordnet_organization_108008335-2.4386445062867597 0
wordnet_person_100007846-0.4296138261204278 0
yagoGeoEntity-1.8106620880200222 0
|---wordnet_entity_100001740
|  |---wordnet_artifact_100021939
|  |---wordnet_event_100029378
|  |---wordnet_organization_108008335
|  |---wordnet_person_100007846
|  |---yagoGeoEntity