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math.DG2026
Sophus Lie's problem on two-dimensional metrics with projective symmetries: completing the local classification
Gianni Manno, Vladimir S. Matveev, Filippo Salis
We complete the local classification, up to isometry, of -dimensional pseudo-Riemannian metrics (i.e. both Riemannian and Lorentzian), admitting a projective symmetry algebra of…
math.DG2026
Projectively equivalent para-Kaehler and para-Kaehler-Einstein metrics with non-parallel Benenti tensors and their normal forms in dimension four
Gianni Manno, Filippo Salis
The study of projectively equivalent metrics, i.e., metrics sharing the same unparametrized geodesics, is a classical and well-established area of investigation. In the Kaehler con…