On the generalized Brauer-Siegel theorem for asymptotically exact families with solvable Galois closure
Abstract
In 2002, M. A. Tsfasman and S. G. Vladut formulated the generalized Brauer-Siegel conjecture for asymptotically exact families of number fields. In this article, we establish this conjecture for asymptotically good towers and asymptotically bad families of number fields with solvable normal closure.
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