Kato's Local epsilon conjecture: l neq p case
classification
🧮 math.NT
keywords
adiccasecertainelementsepsilonexistencekatolocal
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Kato and Fukaya conjectured existence of certain elements in certain ($p$-adic) Iwasawa algebras which are related to Deligne-Langland's ($l$-adic) local epsilon constants. We prove the existence of these elements in the $l \neq p$ case.
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