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Metric Mahler measures over number fields

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1 Published in 2017 at "Acta Mathematica Hungarica"

DOI: 10.1007/s10474-017-0770-y

Abstract: For an algebraic number α, the metric Mahler measure $${m_1(\alpha)}$$m1(α) was first studied by Dubickas and Smyth [4] and was later generalized to the t-metric Mahler measure $${m_t(\alpha)}$$mt(α) by the author [16]. The definition of… read more here.

Keywords: metric mahler; number fields; mahler measures; number ... See more keywords