Changing "-rel_entr" and " log" still prompts "CVX Warning"

This is my code:
clear all
% Define A, B, c0, d0, D_su, D_ud, N, h_min, beta_1, beta_2, N_0, P_u, alpha_su, alpha_ud, P_su, P_ud, and f_t1, f_t2, f_alpha_su, f_alpha_ud, f_tau_su, f_tau_ud as appropriate
% 参数定义
c0 = 0.6; % 环境常数
d0 = 0.11; % 环境常数canhu
LoS = 1; % Line-of-Sight (LoS) 路径损耗
NLoS = 20; % Non-Line-of-Sight (NLoS) 路径损耗
hmin = 100; % UAV的最小高度
L = 1000; % 远程基站的位置
N = 3; % 接入点的数量
APs = [-84.5, -21.6, 0; 250.3, 5.9, 0; -331.5, 62.7, 0]; % 接入点的坐标
UAV = [0, 0, 0]; % UAV 的坐标
dud = [L, 0, 0]; % UAV到远程基站的距离
Pmax = 1; % 最大发射功率
Bt = 1; % 总可用带宽
N_0 = 1e-15; % 噪声功率谱密度
P_s=1;%固定值
beta1 = 0.5; % 接入链路带宽分配系数固定值
beta2 = 0.5; % 回传链路带宽分配系数固定值
P_u=1;%P_u=Pmax

% 给定的参数
rho0 = -80;
Omega_NLoS = 20;
Omega_LoS = 1;

% 计算A和B
A = rho0 * 10^(-0.1 * Omega_NLoS);
B = rho0 * (10^(-0.1 * Omega_LoS) - 10^(-0.1 * Omega_NLoS));

% 计算每个远程基站到 UAV 的距离
dm1 = norm(UAV - APs(1, :));
dm2 = norm(UAV - APs(2, :));
dm3 = norm(UAV - APs(3, :));
dm4 = L; %1000

%迭代
alpha_var1_l=1;alpha_var2_l=1;alpha_var3_l=1;alpha_var4_l=1;
t_l=1;
h_u_l=1;
tau_var1_l=1;tau_var2_l=1;tau_var3_l=1;

cvx_begin
%variables h_u pi_var theta t alpha_tau(length(alpha), length(tau)) s(length(s)) nonnegative;
variables pi_var theta ;
expressions alpha_var(4) tau_var(3) s(4) h_u t ;
maximize(pi_var)
subject to
tau_var(1)=1; tau_var(2)=1; tau_var(3)=1;
alpha_var(1)=1; alpha_var(2)=1; alpha_var(3)=1; alpha_var(4)=1;
s(1)=1; s(2)=1; s(3)=1; s(4)=1;
h_u=1;t=2;
% Additional constraints
h_u >= hmin; % Constraint (6g) ok
pi_var <= Ntheta; % Constraint (8c) ok
%pi_var <= Bt
beta2log2(1 + (P_u * alpha_var(4)) / (Btbeta2N_0)); % Constraint (14c) ok
pi_var <= Bt
beta2*-rel_entr(1,1 + (P_u * alpha_var(4)) / (Btbeta2N_0)) / log(2); % Constraint (14c) ok
inv_pos(t) <= h_u; % Constraint (18) ok

    % Constraint (28c)ok
    %(D_su.^2)./(A + B*c0.*(s_s_u - 15).^d0) <= f_alpha_su
    (dm1^2+h_u^2)/(A + B*c0*(s(1) - 15)^d0) <= (2/alpha_var1_l-alpha_var(1)/alpha_var1_l^2);%分分开写/注意分母alpha_var应该有l
    (dm2^2+h_u^2)/(A + B*c0*(s(2) - 15)^d0) <= (2/alpha_var2_l-alpha_var(2)/alpha_var2_l^2);
    (dm3^2+h_u^2)/(A + B*c0*(s(3) - 15)^d0) <= (2/alpha_var3_l-alpha_var(3)/alpha_var3_l^2);
   
    % Constraint (28d)OK
    15 <= s(1) & s(1) <= (180/pi_var)*(atan(1/(dm1*t_l))-(dm1/(1+(dm1^2*(t_l)^2)))*(t-t_l));
    15 <= s(2) & s(2) <= (180/pi_var)*(atan(1/(dm2*t_l))-(dm2/(1+(dm2^2*(t_l)^2)))*(t-t_l));
    15 <= s(3) & s(3) <= (180/pi_var)*(atan(1/(dm3*t_l))-(dm3/(1+(dm3^2*(t_l)^2)))*(t-t_l));
  
    % Constraint (28e)ok
    (L^2+h_u^2)./(A + B*c0.*(s(4) - 15).^d0) <= (2/alpha_var4_l-alpha_var(4)/alpha_var4_l^2);
    
    % Constraint (28f)ok
    15 <= s(4) & s(4) <= (180/pi_var)*(atan(1/(L*t_l))-(L/(1+(L^2*(t_l)^2)))*(t-t_l));
    
    % Constraint (28g) 注意i=2...N
  
    % log(tau_var(1)) + log(dm1^2+1/(t_l)^2)-(2*(t-t_l))/(dm1^2*(t_l)^3+t_l) >= ...
    %     log(A+B*c0*((180/pi_var)*atan(h_u_l/dm1) - 15)^d0) + (h_u-h_u_l) * (((180/pi_var)*B*c0*d0*((180/pi_var)*atan(h_u_l/dm1)-15)^(d0-1)*(dm1/(dm1^2+h_u_l^2))) ...
    %         /(A+B*c0*((180/pi_var)*atan(h_u_l/dm1)-15)^d0));  
   
    -rel_entr(1,tau_var(2)) + -rel_entr(1,dm2^2+1/(t_l)^2)-(2*(t-t_l))/(dm2^2*(t_l)^3+t_l) >= ...
        -rel_entr(1,A+B*c0*((180/pi_var)*atan(h_u_l/dm2) - 15)^d0) + (h_u-h_u_l) * ((180/pi_var)*B*c0*d0*((180/pi_var)*atan(h_u_l/dm2)-15)^(d0-1)*(dm2/(dm2^2+h_u_l^2))) ...
           /(A+B*c0*((180/pi_var)*atan(h_u_l/dm2)-15)^d0);
    
    -rel_entr(1,tau_var(3)) + -rel_entr(1,dm3^2+1/(t_l)^2)-(2*(t-t_l))/(dm3^2*(t_l)^3+t_l) >= ...
        -rel_entr(1,A+B*c0*((180/pi_var)*atan(h_u_l/dm3) - 15)^d0) + (h_u-h_u_l) * ((180/pi_var)*B*c0*d0*((180/pi_var)*atan(h_u_l/dm3)-15)^(d0-1)*(dm3/(dm3^2+h_u_l^2))) ...
           /(A+B*c0*((180/pi_var)*atan(h_u_l/dm3)-15)^d0);

    % Constraint (28h)
    theta <= Bt*beta1*-rel_entr(1,sum(P_s*alpha_var(1)+P_s*alpha_var(2)+P_s*alpha_var(3))+Bt*beta1*N_0)/log(2)-Bt*beta1 ...
        * -rel_entr(1,sum(P_s*tau_var2_l+P_s*tau_var3_l)+Bt*beta1*N_0)/log(2)+(1/log(2))*(sum(P_s*(tau_var(2)-tau_var2_l)+P_s*(tau_var(3)-tau_var3_l))) ...
          /(sum(P_s*tau_var2_l+P_s*tau_var3_l)+Bt*beta1*N_0) ; %i=1
      
    theta <= Bt*beta1*-rel_entr(1,sum(P_s*alpha_var(2)+P_s*alpha_var(3))+Bt*beta1*N_0)/log(2)-Bt*beta1 ...
        * -rel_entr(1,sum(P_s*tau_var3_l)+Bt*beta1*N_0)/log(2)+(1/log(2))*(sum(P_s*(tau_var(3)-tau_var3_l))) ...
          /(sum(P_s*tau_var3_l)+Bt*beta1*N_0) ; %i=2
    
    theta <= Bt*beta1*-rel_entr(1,sum(P_s*alpha_var(3))+Bt*beta1*N_0)/log(2)-Bt*beta1 ...
        * -rel_entr(1,Bt*beta1*N_0)/log(2)+(1/log(2))* 0; %i=3

cvx_end

The result of the run is:

You can ignore the warning. It is a known “bug” that CVX prints the warning whether it applies or not.

However, the error is an actual error which you must address.

Ok, thank you very much for taking the time to address my question.