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Generalized Schur–Siegel–Smyth lower-bound conjecture for coefficient profiles
Generalized Schur–Siegel–Smyth conjecture. Fix $\epsilon>0$ . Then there exist only finitely many $f(x)\in\mathcal{F}$ such that
Conjectureopennumber-theory polynomial-coefficients totally-real-algebraic-integersarXiv posted 2 days ago

Generalized Schur–Siegel–Smyth lower-bound conjecture for coefficient profiles