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\(b'\)

By Yann Bugeaud
Let \(n \ge 2\) be an integer and \(\alpha_1, \ldots, \alpha_n\) be non-zero algebraic numbers. Let \(b_1, \ldots , b_n\) be integers with \(b_n \not= 0\), and set \(B = \max\{3, |b_1|, \ldots , |b_n|\}\). For \(j =1, \ldots, n\), set \(h^* (\alpha_j) = \max\{h(\alpha_j), 1\}\), where \(h\) denotes the... Show more
September 1, 2022
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$b'$
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