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LOG-CONCAVITY AND ZEROS OF THE ALEXANDER POLYNOMIAL
2014
Bulletin of the Korean Mathematical Society
We show that roots of log-concave Alexander knot polynomials are dense in C. This in particular implies that the log-concavity and Hoste's conjecture on the Alexander polynomial of alternating knots are (essentially) independent.
doi:10.4134/bkms.2014.51.2.539
fatcat:gu2hkegbwzdupc3zniqqc6psii