Optimization algorithms arise as manifestations of non-Newtonian dynamics in a hidden space generated by equating optimal control transversality conditions to generalized KKT conditions.
Smale, A convergent process of price adjustment and global Newton methods, J
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On The Mathematics of the Natural Physics of Optimization
Optimization algorithms arise as manifestations of non-Newtonian dynamics in a hidden space generated by equating optimal control transversality conditions to generalized KKT conditions.