RDGC is the least affine-invariant length of an admissible metric path to a Hessian-relative condition target, with global Green and bordered Jacobi–KKT response laws on Hadamard path space.
Baˇcak, Convex Analysis and Optimization in Hadamard Spaces, De Gruyter
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Restricted Dynamic Geometric Complexity: Path-Space Reduction and M\"obius--Jacobi Response
RDGC is the least affine-invariant length of an admissible metric path to a Hessian-relative condition target, with global Green and bordered Jacobi–KKT response laws on Hadamard path space.