Convergence from proved bounds #
converges applies convergence and error-bound theorems, using the hypotheses in the goal.
It supports contractive fixed-point iterations and strongly monotone, Lipschitz gradient-descent
operators. It does not infer convexity from model syntax or claim arbitrary training converges.
Use converges? to inspect the proof, or register a proved rule with @[converges].
Register a convergence or error-bound theorem, retaining all its hypotheses.
Instances For
Prove supported convergence or rate goals; fail if any hypothesis remains unproved.
Instances For
Prove supported convergence or rate goals; fail if any hypothesis remains unproved.