FMF, Mathematical Library, Lj. (MAKLJ)
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Irrationality of generic quotient varieties via Bogomolov multipliersJezernik, Urban, 1988- ; Sánchez, JonatanMultiplikator Bogomolova grupe je nerazvejene Brauerjeva grupa pridružene kvocientne raznoterosti zveste upodobitve grupe. Ta objekt je obstrukcija za stabilno racionalnost kvocientne raznoterosti. ... Namen tega članka je študij teh multiplikatorjev nilpotentnih pro-▫$p$▫ grup preko njihovih pridruženih Liejevih algeber. Posebej se osredotočimo na ▫$p$▫-adične Liejeve grupe nilpotentnostnega razreda 2, kjer analiziramo prostor modulov. Na ta način pridobimo informacijo o asimptotičnem obnašanju multiplikatorjev končnih kvocientov teh grup eksponenta ▫$p$▫. Pokažemo, da za fiksen ▫$n$▫ in naraščajoč ▫$p$▫ velja, da ima pozitiven del teh grup moči ▫$p^n$▫ trivialen multiplikator. Po drugi strani pokažemo, da za fiksen ▫$p$▫ in naraščajoč ▫$n$▫ velja, da imajo ▫$\log$▫-generične grupe moči ▫$p^n$▫ netrivialen multiplikator. Kvocientne raznoterosti zvestih upodobitev ▫$\log$▫-generičnih ▫$p$▫-grup torej niso stabilno racionalne. Razvijemo aplikacije v nekomutativni Iwasawa teoriji.Source: International mathematics research notices. - ISSN 1073-7928 (Vol. 2024, iss. 1, Jan. 2024, str. 284-330)Type of material - article, component part ; adult, seriousPublish date - 2024Language - englishCOBISS.SI-ID - 143081475
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source: International mathematics research notices. - ISSN 1073-7928 (Vol. 2024, iss. 1, Jan. 2024, str. 284-330)
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Jezernik, Urban, 1988- | 35334 |
Sánchez, Jonatan | ![]() |
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