- #1
NaturePaper
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Will anyone please help me to solve the problem:
F(x_1,x_2,...,x_n) is a complex valued function and each x_i are real (may be positive too) numbers.
I have to find the maximum of |F| (or |F|^2) w.r.t. x_i.
What are the set of constraints? I don't think it will be exactly as
[tex]\frac{\partial |F|}{\partial x_i}=0[/tex]
Please provide some helpful reference.
Thanks and Regards.
F(x_1,x_2,...,x_n) is a complex valued function and each x_i are real (may be positive too) numbers.
I have to find the maximum of |F| (or |F|^2) w.r.t. x_i.
What are the set of constraints? I don't think it will be exactly as
[tex]\frac{\partial |F|}{\partial x_i}=0[/tex]
Please provide some helpful reference.
Thanks and Regards.