code to tune input parameters with multiple data set to find ideal values in matlab

  • First, define the input parameters and ranges to be searched through.
main.m
% Define input parameter ranges to search through
param1_min = 0.1;
param1_max = 10;
param2_min = 0.5;
param2_max = 5;
param3_min = 1;
param3_max = 20;
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  • Next, define the data sets to perform analysis on.
main.m
% Load the multiple data sets to analyze
data_set_1 = load('data_set_1.mat');
data_set_2 = load('data_set_2.mat');
data_set_3 = load('data_set_3.mat');
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  • Then, loop through each parameter value combination and perform analysis on each data set, tracking the results.
main.m
% Loop through each combination of parameter values to perform analysis on all data sets
results = zeros(length(param1_min:param1_max), length(param2_min:param2_max), length(param3_min:param3_max));
for i = param1_min:param1_max
  for j = param2_min:param2_max
    for k = param3_min:param3_max
      for data_set = {data_set_1, data_set_2, data_set_3}
        % Perform analysis on data set using current parameter values
        analysis_result = perform_analysis(data_set, i, j, k);
        
        % Track the result for this parameter value combination
        results(i,j,k) = results(i,j,k) + analysis_result;
      end
    end
  end
end
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  • Finally, analyze the results to determine the ideal parameter values that produce the best overall results across all data sets.
main.m
% Analyze the results to determine the ideal parameter values
min_result = min(results(:));
[min_param1_index, min_param2_index, min_param3_index] = find(results == min_result);
min_param1 = param1_min + min_param1_index - 1;
min_param2 = param2_min + min_param2_index - 1;
min_param3 = param3_min + min_param3_index - 1;
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This algorithm can be further optimized by parallelizing the loops to take advantage of multiple processors, as well as implementing machine learning techniques to optimize the parameter search rather than brute force iteration.

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