Steiner symmetrization with respect to the Kakutani-Fibonacci sequence of directions

Published 5 Feb 2026 in math.MG | (2603.00034v1)

Abstract: In this paper we will prove that for any planar measurable set of finite measure $M$, its successive Steiner symmetrizations with respect to the Kakutani-Fibonacci sequence of directions converge to the ball $M^*$ centered at the origin and having the same measure.

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