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265f2cc | 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 42 43 44 45 46 47 48 49 50 51 52 53 54 55 56 57 58 59 60 61 62 63 64 65 66 67 68 69 70 71 72 73 74 75 76 77 78 79 80 81 82 83 84 85 86 87 88 89 90 91 92 93 94 95 96 97 98 99 100 101 102 103 104 105 106 107 108 109 110 111 112 113 114 115 116 117 118 119 120 121 122 123 124 125 126 127 128 129 130 131 132 133 134 135 136 137 138 139 140 | %% 计算视频质量特征与MOS的相关性
% 此脚本用于计算已提取的视频质量特征与人工评分(MOS)之间的相关性
clear all;
clc;
% 加载提取的特征
fprintf('加载特征数据...\n');
load('video_quality_features.mat');
% 加载或读取MOS数据 - 这里假设scoreList已经包含在特征文件中
% 如果需要从另一个文件加载,取消下面的注释并调整路径
% mos_file = '/path/to/mos_file.txt';
% mos_data = readtable(mos_file);
% scoreList = mos_data.score;
% 检查各特征向量是否有效
fprintf('检查特征有效性...\n');
valid_indices = ~isnan(BRISQUEall) & ~isnan(scoreList);
if sum(valid_indices) < 10
warning('有效样本太少,无法计算可靠的相关性!');
return;
end
% 移除无效样本
BRISQUEall_valid = BRISQUEall(valid_indices);
BMPRIall_valid = BMPRIall(valid_indices);
BPRIall_valid = BPRIall(valid_indices);
HOSAall_valid = HOSAall(valid_indices);
NIQEall_valid = NIQEall(valid_indices);
QACall_valid = QACall(valid_indices);
scoreList_valid = scoreList(valid_indices);
% 初始化结果表格
methods = {'BRISQUE', 'BMPRI', 'BPRI', 'HOSA', 'NIQE', 'QAC'};
metrics = {'SRCC', 'KRCC', 'PLCC', 'RMSE'};
results = zeros(length(methods), length(metrics));
% 计算相关性
fprintf('计算相关性指标...\n');
% 计算BRISQUE相关性
results(1, :) = compute_metrics(BRISQUEall_valid, scoreList_valid);
% 计算BMPRI相关性
results(2, :) = compute_metrics(BMPRIall_valid, scoreList_valid);
% 计算BPRI相关性
results(3, :) = compute_metrics(BPRIall_valid, scoreList_valid);
% 计算HOSA相关性
results(4, :) = compute_metrics(HOSAall_valid, scoreList_valid);
% 计算NIQE相关性
results(5, :) = compute_metrics(NIQEall_valid, scoreList_valid);
% 计算QAC相关性
results(6, :) = compute_metrics(QACall_valid, scoreList_valid);
% 显示结果
fprintf('\n==== 相关性分析结果 ====\n');
result_table = array2table(results, 'RowNames', methods, 'VariableNames', metrics);
disp(result_table);
% 保存结果
save('correlation_results.mat', 'result_table', 'results', 'methods', 'metrics');
fprintf('结果已保存到 correlation_results.mat\n');
% 绘制散点图
figure('Position', [100, 100, 800, 600]);
best_method_idx = find(results(:, 1) == max(results(:, 1)));
best_method = methods{best_method_idx};
best_features = [];
switch best_method
case 'BRISQUE'
best_features = BRISQUEall_valid;
case 'BMPRI'
best_features = BMPRIall_valid;
case 'BPRI'
best_features = BPRIall_valid;
case 'HOSA'
best_features = HOSAall_valid;
case 'NIQE'
best_features = NIQEall_valid;
case 'QAC'
best_features = QACall_valid;
end
% 执行非线性拟合
beta_init = [max(scoreList_valid), min(scoreList_valid), mean(best_features), 0.5];
[beta, ~] = nlinfit(best_features, scoreList_valid, @logistic_func, beta_init);
fitted_mos = logistic_func(beta, best_features);
% 绘制散点图和拟合曲线
scatter(best_features, scoreList_valid, 50, 'filled');
hold on;
x_range = linspace(min(best_features), max(best_features), 100);
y_fit = logistic_func(beta, x_range);
plot(x_range, y_fit, 'r-', 'LineWidth', 2);
title(sprintf('%s 方法与MOS的散点图及拟合曲线', best_method), 'FontSize', 14);
xlabel('特征值', 'FontSize', 12);
ylabel('MOS值', 'FontSize', 12);
grid on;
legend('原始数据', '拟合曲线');
saveas(gcf, 'best_method_scatter.png');
fprintf('散点图已保存到 best_method_scatter.png\n');
%% 辅助函数
function metrics = compute_metrics(predicted, actual)
% 计算SRCC
srcc = corr(predicted, actual, 'Type', 'Spearman');
% 计算KRCC
krcc = corr(predicted, actual, 'Type', 'Kendall');
% 执行非线性拟合
beta_init = [max(actual), min(actual), mean(predicted), 0.5];
try
[beta, ~] = nlinfit(predicted, actual, @logistic_func, beta_init);
fitted_mos = logistic_func(beta, predicted);
% 计算PLCC
plcc = corr(fitted_mos, actual, 'Type', 'Pearson');
% 计算RMSE
rmse = sqrt(mean((fitted_mos - actual).^2));
catch
warning('非线性拟合失败,使用线性相关系数代替');
plcc = corr(predicted, actual, 'Type', 'Pearson');
rmse = sqrt(mean((predicted - actual).^2));
end
metrics = [srcc, krcc, plcc, rmse];
end
function y = logistic_func(beta, x)
% 四参数Logistic函数
y = beta(2) + (beta(1) - beta(2)) ./ (1 + exp(-(x - beta(3)) ./ abs(beta(4))));
end |