hasStudentEnrollment

P13146

predicate

Indicates that a person or entity is enrolled as a student in a particular course, program, or educational institution.

Try in SPARQL

All labels observed (1)

Label	Occurrences
hasStudentEnrollment canonical	92

Description generation (PDg)

The one-sentence description above was generated by prompting gpt-5.1 with the predicate name and this instruction.

Instruction

Given a predicate that represents a relationship or action between entities, generate a one-sentence description explaining its meaning.  
# Instructions
Focus on describing the relationship, not the entities themselves. 
# Response Format
Begin the description with \' Indicates...\'

Input

Predicate: hasStudentEnrollment

Generated description

Indicates that a person or entity is enrolled as a student in a particular course, program, or educational institution.

Sample triples (92)

Subject	Object
Chiang Mai University	over 30000 ⓘ
University of Rajshahi	over 30000 ⓘ
Università degli Studi di Padova	over 60000 ⓘ
Ural Federal University	over 35000 ⓘ
University of Alicante	over 25000 ⓘ
Southwest University	over 50000 ⓘ
Belarusian State University	over 30000 ⓘ
Universitas Studii Coloniensis	over 40,000 students ⓘ
University of Malaya	over 20,000 ⓘ
University of Tours	over 25000 ⓘ
Baku State University	tens of thousands ⓘ
Bielefeld University	over 20,000 ⓘ
Inner Mongolia University	over 20000 ⓘ
KPI	over 30,000 ⓘ
State University of New York at Oneonta	approximately 6000 ⓘ
University of Siena	over 15,000 ⓘ
University of Bordeaux	over 50000 ⓘ
KFU	over 40000 ⓘ
University of Aveiro	over 15000 ⓘ
University of Patras	over 30000 ⓘ
Ilia State University	over 15000 ⓘ
University of Wisconsin–Stout	over 8,000 ⓘ
Udayana University	tens of thousands ⓘ
Indiana University–Purdue University Indianapolis	over 25,000 ⓘ
UCC	over 20,000 ⓘ
Federal University of Technology Akure	over 20,000 ⓘ
University College Cork	over 20,000 ⓘ
Çanakkale Onsekiz Mart University	tens of thousands of students ⓘ
University of Cambridge (at time of Conway’s work in combinatorial games) surface form: University of Cambridge	over 20,000 ⓘ
University of Southern Denmark	over 30000 ⓘ
Koszalin University of Technology	over 7000 ⓘ
University of Bayreuth	over 13000 students ⓘ
Public University of Navarre	over 8000 ⓘ
University of La Rioja	over 7000 ⓘ
Université de Poitiers	over 25000 ⓘ
University of Westminster	over 19000 ⓘ
University of Žilina	over 8000 ⓘ
Otto von Guericke University Magdeburg	over 14000 ⓘ
University of Augsburg	over 20,000 students ⓘ
Trinity College surface form: Trinity College Dublin	over 18,000 ⓘ
Université de Tours	over 20000 ⓘ
UB surface form: University of Botswana	over 15,000 (approximate) ⓘ