Triple

T5896712

Position	Surface form	Disambiguated ID	Type / Status
Subject	Pál Erdős	`E131117`	entity
Predicate	knownFor	`P22`	FINISHED
Object	Erdős–Moser equation The Erdős–Moser equation is a famous unsolved Diophantine equation in number theory that asks whether 1^k + 2^k + ... + (m−1)^k = m^k has any integer solutions beyond the trivial case (k, m) = (1, 2).	`E554305`	NE FINISHED

Provenance (5 batches)

Stage	Batch ID	Job type	Status
creating	`batch_69c00857439c819095950754176aa58a`	elicitation	completed
NER	`batch_69c036f4b56c8190aa52c9460eae8fbe`	ner	completed
NED1	`batch_69c0b159cb908190b78b78d1e854212b`	ned_source_triple	completed
NED2	`batch_69c0b608a10881908c9bca7d09a99b05`	ned_description	completed
NEDg	`batch_69c0b22d661c8190a055abd3ca6fa92f`	nedg	completed

Created at: March 22, 2026, 3:58 p.m.