Is the gradient of the self-intersections of a curve zero? The 2019 Stack Overflow Developer Survey Results Are InMonotonic curvature and self intersections.Parallel translation along a self intersecting curveSelf adjoint total covariant derivativeStokes Theorem for Manifolds with Self-IntersectionsIntersections of two curves in $mathbbR^n$Self intersections of a smooth closed curve being deformedProving that strictly monotonic curvature implies no self intersections (more specifically, using the following inequalities)Does an immersed curve in general position has finite self-intersections?Can we describe Injective and non-Injective functions through intersections?Problem understanding the gradient of a field.
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