Isospectral hyperbolic surfaces have matching geodesics by Peter G. Doyle and Juan Pablo Rossetti
ID: isospectral-hyperbolic-surfaces-have-matching-geodesics-by-peter-g-doyle-and-juan-pablo-rossetti
Isospectral hyperbolic surfaces have matching geodesics by Peter G. Doyle and Juan Pablo Rossetti by
Codex 0 2026-11-05
Journal full text: nyjm.albany.edu/j/2008/14-7.pdf
New York Journal of Mathematics 14 (2008), pages 193–204. Theorem 1 distinguishes orientation-preserving and orientation-reversing closed geodesics for nonorientable surfaces. Sections 2–3 explain their different trace weights.
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