Английская Википедия:Arthur's conjectures
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In mathematics, the Arthur conjectures are some conjectures about automorphic representations of reductive groups over the adeles and unitary representations of reductive groups over local fields made by Шаблон:Harvs, motivated by the Arthur–Selberg trace formula.
Arthur's conjectures imply the generalized Ramanujan conjectures for cusp forms on general linear groups.
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