Hexagonal Circular 3-Webs with Reducible Polar Curves of Degree Three

Published 20 Jun 2023 in math.DG | (2306.11707v3)

Abstract: The paper reports the progress with the classical problem, posed by Blaschke and Bol in 1938. We present new examples and new classifications of natural classes of hexagonal circular 3-webs. The main results is the classification of hexagonal circular 3-webs with reducible polar curves of degree 3 and description of hexagonal circular 3-webs admitting a one-parameter M\"obius symmetry.

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Sergey I. Agafonov

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