Stickelberger's theorem
Gives information about the Galois module structure of class groups of cyclotomic fields / From Wikipedia, the free encyclopedia
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In mathematics, Stickelberger's theorem is a result of algebraic number theory, which gives some information about the Galois module structure of class groups of cyclotomic fields. A special case was first proven by Ernst Kummer (1847) while the general result is due to Ludwig Stickelberger (1890).[1]