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Aug 7, 2012 at 0:14 comment added Pait If each operator can be parametrized by a finite vector (essentially, a list of real-valued parameters), then the direct optimization algorithms are worth exploring. Otherwise, I do not know.
May 17, 2012 at 14:54 comment added Ben Sprott What happens when I am not evaluating a "function at a point" but an operator at a point and in particular, an operator that can be written as a noncommuting product of operators each defined on different variables or components of the "point". The "point" is (x,y) and the operator is $\tilde{O_1}(x) \tilde{O_1}(y)$. If you have any thoughts, they would be helpful.
May 5, 2012 at 1:58 history answered Pait CC BY-SA 3.0