2 problems

Cut-locus stratification and branching conjecture in Martinet geometry
In the Martinet case, the cut-locus is the set of endpoints where minimizing geodesics cease to be minimizing; in the generic case, the northern hemisphere and the end-point of the…
opencut-locus martinet-geometry sub-riemannian-geometry
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04
Non-log-exp conjecture for non-integrable SR Martinet spheres
Let $\beta$ be the parameter appearing in the non-integrable SR Martinet problem, and let an SR Martinet sphere denote the corresponding sub-Riemannian sphere. A function is pfaffi…
openmartinet-geometry pfaffian-functions sub-riemannian-geometry
0 responses
06

Cut-locus stratification and branching conjecture in Martinet geometry