Index in position 2 exceeds array bounds (must not exceed 1).
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function [Qr, lolb] = solveP3(Qr,Xr)
global K M H alpha beta0 delta_t Dmax B sigma_2 Lamda Pk q0 qF Sk F_1 w u tolerance
Ql = Qr;
l = 0;
tol = tolerance;
Lo = [];
for l = 1: 1000
Qlt = repelem(Ql,1,1,K);
J = H^2 + sum( (Qlt - w).^2 ,1);
J = reshape(J, [M,K] );
I = F_1*Pk*dB2dec(beta0)*(alpha/2)*log2(exp(1)) ./ (J .* (dB2dec(sigma_2) * dB2dec(Lamda) * J .^(alpha/2) + F_1*Pk*dB2dec(beta0)));
A = log2(1 + (F_1*Pk*dB2dec(beta0)) ./ (dB2dec(sigma_2) * dB2dec(Lamda) * J .^(alpha/2)) );
cvx_begin quiet
variables Q(2,M)
variables lo(1)
expression LO(K)
maximize (sum(lo))
subject to:
for k = 1 : K
LO(k) = 0;
for m = 1 : M
Rlb = A(m,k) - I(m,k) * (sum_square_abs( Q(:,m) - u(:,k))) + I(m,k) * (sum_square_abs( Ql(:,m) - u(:,k)));
LO(k) = LO(k) + Xr(m,k) * Rlb;
end
(1/(Sk/(B*delta_t))) * LO(k) >= lo; %Constraint (17)
end
for m = 2: M
norm(Q(:,m) - Q(:,m-1)) <= Dmax;
end
Q(1,1) == q0(1);
Q(2,1) == q0(2);
Q(1,M) == qF(1);
Q(2,M) == qF(2);
cvx_end
Lo = [Lo;sum(lo)];
Ql = Q;
if (l >= 2) &&(Lo(l) - Lo(l-1) < tol)
break;
end
end
Qr = Q;
lolb = Lo(l);
end
function [dB] = dec2dB(dec)
dB = 10*log10(dec);
end
function [dec] = dB2dec(dB)
dec = 10.^(dB/10);
end
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