Signal processing linear program (Moderator note: this is not a Linear Program)
I can’t read that image very clearly. Does the objective function have products of optimization variables t_i and \gamma_j? If so, that is a non-convex quadratic (not a Linear Program); so this would be a non-convex QP, and CVX can’;t be used. This could be handled in YALMIP.
if this really is a Linear Program, it would be straightforward to enter in CVX, presuming you’ve read the CVX Users’ Guide.
Yes, the variable t_i and gamma_i, are a product. The gamma is the SNR and t_i is the relaxation variable. because it is a NP hard problem. How can I prove it is a non-convex ?
