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We study reverse triangle inequalities for Riesz potentials and theirconnection with polarization. This work generalizes inequalities for sup normsof products of polynomials, and reverse triangle inequalities for logarithmicpotentials. The main tool used in the proofs is the representation for a powerof the farthest distance function as a Riesz potential of a unit Borel measure.

Reverse Triangle Inequalities for Riesz Potentials and Connections with Polarization