Proves asymptotic FLT and absence of solutions to generalized Fermat equations Ax^p + By^p + Cz^p = 0 over cyclotomic Z_l-extension layers of totally real fields under specified arithmetic conditions.
Class field theory, Diophantine analysis and the asymptotic Fermat’s last theorem
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Generalized Fermat equation over cyclotomic $\mathbb{Z}_l$-extensions of totally real fields
Proves asymptotic FLT and absence of solutions to generalized Fermat equations Ax^p + By^p + Cz^p = 0 over cyclotomic Z_l-extension layers of totally real fields under specified arithmetic conditions.