2 problems

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Conjecture on terminal points of geodesics of $\mathfrak{M}_{3|reg}$
Let $\mathfrak{M}_{3|reg}$ be the regular thermo-metric event manifold. In the numerically studied case, geodesics reaching the boundary at infinity, identified with the boundary o…
Conjectureopendifferential-geometry geodesics thermo-metricarXiv posted 2 days ago
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Conjecture on the curvature 2-form of the universal $\mathfrak{M}_{n|reg}$ manifolds
Let $\mathfrak{M}_{n|reg}$ be the regular thermo-metric event manifold, with curvature $2$ -form $\mathfrak{R}^{ij}$ . At the origin, the curvature $2$ -form has the same form as that…
Conjectureopencurvature differential-geometry thermo-metricarXiv posted 2 days ago

Conjecture on terminal points of geodesics of M3∣reg\mathfrak{M}_{3|reg}M3∣reg​