Kód: 24108403
This work is to study generalization of Bousfield sequence. An algebraic category of modules that reflects the structure detected by p-localized complex K-theory has been introduce first by Bousfield and he constructed a 4-term ex ... celý popis
621 Kč
Potřebujete více kusů?Máte-li zájem o více kusů, prověřte, prosím, nejprve dostupnost titulu na naši zákaznické podpoře.
Nákupem získáte 62 bodů
This work is to study generalization of Bousfield sequence. An algebraic category of modules that reflects the structure detected by p-localized complex K-theory has been introduce first by Bousfield and he constructed a 4-term exact sequence. In Clarke et al. identified Bousfield's category as the category of `discrete' modules for a certain topological ring A. We consider a similar construction based on the ring Z[x] and show how the sequence reduces to a three-term sequence. Moreover, we look at some completion and present the cokernels that arise in the associated discrete module categories. At the end, we found the cokernel of some modules over completion ring can be more like to Bousfield's sequence.
621 Kč
Osobní odběr Praha, Brno a 12903 dalších
Copyright ©2008-24 nejlevnejsi-knihy.cz Všechna práva vyhrazenaSoukromíCookies
Nákupní košík ( prázdný )
Nacházíte se: