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- W2135245107 abstract "In the mid-1960s Borevi$setminus$v{c} and Faddeev initiated the study of the Galois module structure of groups of $p$th-power classes of cyclic extensions $K/F$ of $p$th-power degree. They determined the structure of these modules in the case when $F$ is a local field. In this paper we determine these Galois modules for all base fields $F$." @default.
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- W2135245107 date "2006-02-20" @default.
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- W2135245107 title "GALOIS MODULE STRUCTURE OF <i>p</i>TH-POWER CLASSES OF CYCLIC EXTENSIONS OF DEGREE <i>p</i><sup>n</sup>" @default.
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- W2135245107 doi "https://doi.org/10.1112/s0024611505015479" @default.
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