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Chavel's conjecture on isotropic conjugate points in rank-one normal homogeneous spaces
Chavel's conjecture. If every conjugate point of $\operatorname{G}/\operatorname{K}$ is isotropic, then $\operatorname{G}/\operatorname{K}$ is isometric to a Riemannian symmetric s…
Conjectureopenconjugate-points differential-geometry normal-homogeneous-spacesarXiv posted 2 days ago

Chavel's conjecture on isotropic conjugate points in rank-one normal homogeneous spaces