How to implement a convex optimization problem in MATLAB using CVX
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I have the following optimization problem,

Where, R is a known matrix and V is a (N+1)*(N+1) size positive definite matrix.
V can be defined as v'(v')^H where v'= [v^T , t]^T and v=[exp(-j phi1),exp(-j phi2)...exp(-j phiN)]^T.
I need to solve above formulated problem using CVX in matlab.
Here, (.)^T and (.)^H corresponds to transpose and hermitian respectively. And t is an auxiliary variable.
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Torsten
2023-5-5
Is it obvious that tr(R*V) is real-valued ?
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