Triple

T5658024

Position	Surface form	Disambiguated ID	Type / Status
Subject	Emil Artin	`E124666`	entity
Predicate	notableWork	`P4`	FINISHED
Object	Artin’s conjecture on L-functions Artin’s conjecture on L-functions is a major unproven hypothesis in number theory asserting that nontrivial Artin L-functions associated to Galois representations are entire, with deep implications for the distribution of primes and the structure of number fields.	`E539691`	NE FINISHED

Provenance (5 batches)

Stage	Batch ID	Job type	Status
creating	`batch_69c0082774a481909d7e63fb2aad56ac`	elicitation	completed
NER	`batch_69c022fd9b148190bd4aa9c43500949f`	ner	completed
NED1	`batch_69c05a286dac8190af53fe096cc29a6d`	ned_source_triple	completed
NED2	`batch_69c05d2b67888190bc89e4cbd384c15f`	ned_description	completed
NEDg	`batch_69c05cabceac819095c4a114220efb1a`	nedg	completed

Created at: March 22, 2026, 3:42 p.m.