Spiraling conformal geodesics

Published 30 Aug 2025 in math.DG, gr-qc, math-ph, and math.MP | (2509.00606v1)

Abstract: In this short note, we construct an example of spiraling conformal geodesic in Euclidean signature in dimension $3$, answering the question posed by Helmuth Friedrich and Paul Tod, if such objects exists. Our example is not real analytic, but similar constructions can lead also to real analytic metrics in arbitrary dimensions.

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Authors (1)

Wojciech Kamiński

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