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math.NT2011
Complements on Furtwängler's second theorem and Vandiver' s cyclotomic integers
Roland Queme
This article deals with a conjecture generalizing the second case of Fermat's Last Theorem, called conjecture: {\it Let be a prime, $K:=\Q(ζ)$ the th cyclotomic fi…
math.NT2011
Some works of Furtwängler and Vandiver revisited and Fermat's last theorem
Georges Gras, Roland Quême
From some works of P. Furtwängler and H.S. Vandiver, we put the basis of a new cyclotomic approach to Fermat's last theorem for p>3 and to a stronger version called SFLT, by introd…
math.NT2011
The Hilbert's class field and the p-class group of the cyclotomic fields
Roland Quême
Let be an irregular prime and $K=\Q(ζ)$ the -cyclotomic field. Let be a $\Q$-isomorphism of generating $Gal(K/\Q)$. Let be a cyclic unramified extension of deg…