The paper proves the non-symmetric Mahler conjecture in dimension three by establishing the sharp lower bound of 64/9 for the non-symmetric volume product of any convex body in R^3.
Kuperberg,From the Mahler conjecture to Gauss linking integrals, Geom
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The non-symmetric Mahler conjecture in dimension three
The paper proves the non-symmetric Mahler conjecture in dimension three by establishing the sharp lower bound of 64/9 for the non-symmetric volume product of any convex body in R^3.