How to maximize achievable Rate for spectrum sharing in MIMO?
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Hello, I am simulating a paper. I want to maximize achievable rate but there is an error in my code. the problem is maximiz (sum(log(1 + p2_k/ (sigma^2 + norm(w2_k,2)^2)))) when P2 and W2 are my variable matrices subject to 0=< p2_k =< tilde_P2 and sum( p2_k * xi_k =< zeta1_l. I used CVX function for optimization but I am not sure if it is true or not. my error is
Disciplined convex programming error:
Cannot perform the operation: {real affine} ./ {convex}
I would really appreciate it if someone could help me with it.
thank you in advance.
3 Comments
Walter Roberson
on 20 Jul 2024 at 20:58
My interpretation would be that you have an operation which is Real_Value divided by Complex_Value and it is complaining about that. You may need to specifically convert the Real_Value to complex
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