- Use MATLAB's Gaussian Process functions (“fitrgp”, etc.) to model the objective function and predict to determine the next point to evaluate.
- In each iteration, you can manually modify any past observations before updating the model.
Change past observation history while using bayesopt.m
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Hi,
I am working on using bayesopt (Bayesian optimization) function in a real-time setting.
My goal is to modify past observation data while the optimization is running.
For example, at n-th iteration, the optimizer determines next input (u(n+1)) based on past histories (inputs: u(1:n-1) and observations: y(1:n-1)) and currnet input and observation (u(n) and y(n)). However, before deciding next input (u(n+1)), I want to modifiy previous observation value (y(n-1)) to different value.
I attemped to use 'OutputFcn' option in bayesopt, but the previous observations that I can access using this options are read-only variables.
Is there any possible way that I can change previous observation while running bayesopt?
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Aneela
il 9 Ott 2024
“bayesopt” treats past observations as immutable. It is not possible to modify them while running “bayesopt”.
However, to access and modify past observation variables you can consider Custom Bayesian Optimization Loop.
Refer to the below reference custom code for Bayesian Optimization loop:
objectiveFcn = @(x) (x - 2).^2 + sin(5 * x);
maxIterations = 5;
numInitialPoints = 5;
bounds = [0, 5];
u_history = linspace(bounds(1), bounds(2), numInitialPoints)';
y_history = objectiveFcn(u_history);
% Bayesian optimization loop
for n = 1:maxIterations
gpModel = fitrgp(u_history, y_history, 'KernelFunction', 'matern52', 'Standardize', true);
u_next = determineNextInput(gpModel, bounds);
y_next = objectiveFcn(u_next);
% Modify previous observation if needed
if n > 1
y_history(end) = modifyObservation(y_history(end));
end
u_history = [u_history; u_next];
y_history = [y_history; y_next];
fprintf('Iteration %d: u = %.4f, y = %.4f\n', n, u_next, y_next);
end
% determine next input using Expected Improvement
function u_next = determineNextInput(gpModel, bounds)
acquisitionFcn = @(x) -expectedImprovement(x, gpModel);
options = optimoptions('fmincon', 'Display', 'off');
u_next = fmincon(acquisitionFcn, mean(bounds), [], [], [], [], bounds(1), bounds(2), [], options);
end
% Expected Improvement acquisition function
function ei = expectedImprovement(x, gpModel)
[mu, sigma] = predict(gpModel, x);
y_best = min(gpModel.Y);
z = (y_best - mu) ./ sigma;
ei = (y_best - mu) .* normcdf(z) + sigma .* normpdf(z);
ei(sigma == 0) = 0;
end
% Modify the observation
function y_modified = modifyObservation(y)
y_modified = y + randn * 0.01; % Example modification
end
Hope this helps!
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