论文标题

博伊德家人的转移Mahler度量身份

A shifted Mahler measure identity for Boyd's family

论文作者

Yang, Quanli, Liu, Hang, Tang, Guoping

论文摘要

最近,第二作者和QIN数字验证了一些Mahler属于2和3多项式家族的身份。在本文中,我们使用椭圆形调节器证明了为博伊德家人的Mahler措施而转移的身份。

Recently the second author and Qin numerically verified some Mahler measure identities of genus 2 and 3 polynomial families. In this paper, we use the elliptic regulator to prove an identity invoving shifted Mahler measure for Boyd's family.

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