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Is the conjugate gradient algorithm susceptible to getting into local minima?

 
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Jul7-10, 11:19 AM   #1
 
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Is the conjugate gradient algorithm susceptible to getting into local minima?


What about the nonlinear forms of it?

Or is it guaranteed to reach a global minimum?
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Jul9-10, 12:09 AM   #2
 
One may very well reach a local minimum.
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