王者体育

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科学研究
报告题目:

王者体育on the growth of even k-groups of rings of integers in p-adic lie extensions

报告人:

linminghui fujiaoshou(huazhongshifandaxue)

报告时间:

报告地点:

王者体育tengxunhuiyi id: 994 168 080

报告摘要:

王者体育iwasawa first derived his celebrated formula which describes the growth of the p-exponents of the class groups in a zp-extension. from an algebraic k-theoretical point of view, the class group is precisely the torsion subgroup of zeroth k-group of the ring of integers of the number field. therefore, it seems natural to ask for an analogous result for the higher k-groups. in this direction, coates and ji-qin have established an analogue of iwasawa's result for the higher even k-groups over a cyclotomic zp-extension. in this talk, we consider variants of the results of coates, ji and qin over more general p-adic lie extensions.

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