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execute_strategy.m
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175 lines (132 loc) · 5.94 KB
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function [samples_pos_tri_run, ...
samples_OUTPUT, ...
taken, ...
samples_pos_comp_TRACK, ...
samples_tri_run, ...
samples_tri_sts, samples_comp_sts, ...
samples_comp_eval, ...
samples_pos_err_subesp, err, ...
samples_pos_sts, ...
strategy1, strategy1_vals, ...
strategy2, strategy2_vals, ...
strategy3, strategy3_vals, ...
samples_tri_wm, samples_pos_err_wm, ...
store] = execute_strategy(st, ...
ndim_spl, dim_spl, discret_spl, ...
new_budget, ...
samples_pos_comp_TRACK, ...
samples_pos_tri_run, ...
i, ...
spl, ...
dims_left, dim, ...
discret, ...
opt_function, ...
samples_OUTPUT, ...
taken, ...
samples_tri_run, ...
samples_tri_sts, samples_comp_sts, ...
s, ...
splits, ...
models_sts, ...
error_function, ...
samples_pos_err_subesp, ...
samples_pos_sts, ...
strategy1, strategy1_vals, ...
strategy2, strategy2_vals, ...
strategy3, strategy3_vals, ...
samples_tri_wm, samples_pos_err_wm, ...
store)
%UNTITLED Summary of this function goes here
% Detailed explanation goes here
samples_tri = samples_OUTPUT(:,spl);
weighted_means = samples_OUTPUT(:,end);
% 1) Unique rows. ic tells to which row each original row belongs
[samples_tri, ~, ic] = unique(samples_tri, 'rows');
% 2) Average the values
weighted_means = accumarray(ic, weighted_means, [], @mean);
switch st
case 1
% STRATEGY 1: Gradient Estimation
T = delaunayTriangulation(samples_tri);
grad_v = estimate_gradient(T,[samples_tri(:,1:ndim_spl) weighted_means]); % samples_tri(:,end)
values = grad_v;
[samples_tri_prop, samples_tri_prop_val] = propose_samples_NEW4(samples_tri, ...
values,new_budget,discret_spl);
% strategy1{i,end+1} = [samples_tri(:,1:ndim_spl) vecnorm(grad_v,2,2)];
% strategy1_vals{i,end+1} = samples_pos_tri_prop;
case 2
[samples_pos_tri, weighted_means_pos] = ...
discretiseCoords(samples_tri, weighted_means, discret_spl, dim_spl);
% STRATEGY 2: Criticality
[criticality] = main_sampling_base(dim_spl,samples_pos_tri,weighted_means_pos); % base for strategies 2 and 3
% TO USE THE WHOLE TENSOR
% [~,criticality] = main_sampling_base(dim,samples_pos_comp,samples_comp);
values = criticality;
samples_tri = idx2coord(samples_pos_tri, discret_spl, dim_spl);
[samples_tri_prop, samples_tri_prop_val] = propose_samples_NEW4(samples_tri, ...
values,new_budget,discret_spl);
% strategy2{i,end+1} = [samples_tri(:,1:ndim_spl) criticality];
% strategy2_vals{i,end+1} = samples_pos_tri_prop;
case 3
[samples_pos_tri, weighted_means_pos] = ...
discretiseCoords(samples_tri, weighted_means, discret_spl, dim_spl);
% STRATEGY 3: Gradient of Criticality
[criticality] = main_sampling_base(dim_spl,samples_pos_tri,weighted_means_pos); % base for strategies 2 and 3
% (CHECKK)
% if all(criticality == criticality(1))
% grad_cv = ones(numel(criticality), ndim_spl);
% else
samples_tri = idx2coord(samples_pos_tri, discret_spl, dim_spl);
T = delaunayTriangulation(samples_tri);
grad_cv = estimate_gradient(T, ...
[samples_tri(:,1:ndim_spl) weighted_means_pos],criticality);
values = grad_cv;
[samples_tri_prop, samples_tri_prop_val] = propose_samples_NEW4(samples_tri, ...
values,new_budget,discret_spl);
% strategy3{i,end+1} = [samples_tri(:,1:ndim_spl) vecnorm(grad_cv,2,2)];
% strategy3_vals{i,end+1} = samples_pos_tri_prop;
end
samples_pos_sts{st,i} = [samples_pos_sts{st,i}; samples_tri_prop]; %%%%%%%
% Save information for next RUNS
samples_pos_tri_run{i} = unique([samples_pos_tri_run{i}; samples_tri_prop],'rows','stable'); %%%%%%%
samples_comp_eval = zeros(new_budget, length(spl)+length(dims_left)+1);
for sam=1:size(samples_tri_prop,1)
sample = samples_tri_prop(sam,:);
[sample_comp, taken] = extend_samples_NEW2(dim,sample,splits, ...
taken,discret,i,store,st);
% Evaluate function
sample_comp_eval = [sample_comp, opt_function(sample_comp)];
samples_comp_eval(sam,:) = sample_comp_eval;
% Each time the function is evaluated, the samples are accumulated
% in the output variable
samples_OUTPUT = cat(1,samples_OUTPUT,sample_comp_eval);
end
% We store the samples proposed by the strategy
samples_comp_sts{s,i} = cat(1,samples_comp_sts{s,i},samples_comp_eval); %%%%%%%
% ERROR of the samples
errs = error_function(models_sts{s},samples_comp_eval);
% And store them together with the positions
samples_err = [samples_comp_eval(:,1:end-1), errs];
% i) Most recent
store{i}.samples{st} = samples_tri_prop_val;
% ii) All
% store{i}.samples{st} = [store{i}.samples{st}; samples_tri_prop_val];
% iii) Mix
% S = store{i}.samples{st};
% N = size(samples_tri_prop_val, 1);
% k = min(N, size(S,1)); % Cannot take more than available
%
% [~, order] = sortrows(S, size(S,2), 'descend');
% topRows = S(order(1:k), :);
% store{i}.samples{st} = [topRows; samples_tri_prop_val];
samples_pos_err_subesp{i} = samples_err;
samples_pos_err_wm{i,end+1} = samples_err; %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
%% ERROR
% Total ERROR
err = mean(samples_err(:,end-1)); % difference with estimates
% Search minimum value
% err = min(error_function(cat(1,samples_tri_orig{i},samples_tri_sts{s,i})));
% Tensor estimation
% err = error_function(cat(1,samples_comp_orig,samples_comp_sts{s,i}), ...
% samples_comp_test,samples_pos_test,dim);
end