A note on a hypercubic Mahler measure and associated Bessel Integral

Abstract

The Mahler measure for the n-variable polynomial $k+\sum (x_j+1/x_j)$ is reduced to a single integral of the n-th power of the modified Bessel function $I_0$. Several special cases are examined in detail

4 pages

References in corpus (1)

• Spanning Trees on Graphs and Lattices in d Dimensions

Cited by in corpus (1)

• The hypergeometric series for the partition function of the 2-D Ising model