Classifier Instance:

Anchor text: ring
Target Entity: Ring_\u0028mathematics\u0029
Preceding Context: First we consider fields where the size is prime, i.e., n = 1. Such a field is also called a Prime field. An example of such a finite field is the
Succeeding Context: Z/pZ. It is a finite field with p elements, usually labelled 0, 1, 2, ..., p−1, where arithmetic is performed modulo p. It is also sometimes denoted Z p , but within some areas of mathematics, particularly number theory, this may cause confusion because the same notation Z p is used for the ring of p-adic integers.
Paragraph Title: Classification
Source Page: Finite field

Ground Truth Types:

Predicted Types:

Type	Confidence	Decision
wordnet_artifact_100021939	-0.30422661924609634	0
wordnet_event_100029378	-1.5011235437811385	0
wordnet_organization_108008335	-1.089141406599483	0
wordnet_person_100007846	-1.7573246138263787	0
yagoGeoEntity	0.24241635894528754	1
wordnet_location_100027167	-0.3252917832918553	0
wordnet_structure_104341686	0.9154623542085962	1
wordnet_building_102913152	-2.044192124186658	0
wordnet_memorial_103743902	-1.069969043686804	0
wordnet_housing_103546340	-1.5392030845327855	0
wordnet_building_complex_102914991	-1.3008881321446273	0
wordnet_establishment_103297735	-1.9447417752952287	0
wordnet_stadium_104295881	-1.6030602878617919	0
wordnet_obstruction_103839993	-1.109308089962649	0
wordnet_area_102735688	-1.029959892793786	0
wordnet_tower_104460130	-1.3855207123241886	0
wordnet_bridge_102898711	-1.2861220137078202	0
wordnet_facility_103315023	-2.63613316491209	0
wordnet_body_of_water_109225146	-2.8316838296321576	0
wordnet_geological_formation_109287968	-2.065086692124557	0
wordnet_way_104564698	-1.7004676662884382	0
wordnet_land_109334396	-4.009778093301179	0