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Eisenhart-type product conjecture for affinely nonrigid sub-Riemannian metrics
Eisenhart-type conjecture. If a sub-Riemannian metric $g$ is not affinely rigid near a point $q_0$ , meaning that it admits a locally affinely equivalent non-constantly proportional…
openFrom papersaffine-rigidity product-structures sub-riemannian-geometry
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Eisenhart-type product conjecture for affinely nonrigid sub-Riemannian metrics