% Define the state transition matrix AA = [11; 01];
% Define the measurement matrix HH = [10];
% Define the process noise covariance QQ = [1e-50; 01e-6];
% Define the measurement noise covariance RR = 0.01;
% Define the initial state estimate xx = [0; 0];
% Define the initial state covariance PP = [10; 01];
% Generate some example data to be filtereddata = randn(100,1);
% Preallocate arrays to store resultsfilteredStates = zeros(2,100);
filteredCovariances = zeros(2,2,100);
% Kalman filter loopfori = 1:100% Predict step x = A*x;
P = A*P*A' + Q;
% Update step K = P*H'/(H*P*H' + R);
x = x + K*(data(i) - H*x);
P = (eye(2) - K*H)*P;
% Store results filteredStates(:,i) = x;
filteredCovariances(:,:,i) = P;
end
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This is a simple example of Kalman filtering in MATLAB. You can adjust the parameters and dimensions based on your specific problem.