写一个联合推荐策略和缓存策略的算法,并用matlab实现
时间: 2023-07-14 08:13:56 浏览: 42
下面是一个简单的联合推荐策略和缓存策略的算法,使用Matlab实现:
1. 数据准备
我们将使用MovieLens数据集作为我们的样本数据。这个数据集包含了用户对电影的评分,我们将使用这些评分来进行推荐。
下载地址:https://grouplens.org/datasets/movielens/
2. 数据预处理
我们需要将数据集分成训练集和测试集。我们将选择80%的数据用于训练,剩下的20%用于测试。我们还需要将评分矩阵转换成二进制矩阵,其中1表示用户对该电影有评分,0表示没有评分。
以下是Matlab代码:
```matlab
% Load data
data = load('ratings.csv');
data = data(:, 1:3);
% Split data into train and test sets (80/20 split)
rng(1); % For reproducibility
cv = cvpartition(size(data, 1), 'HoldOut', 0.2);
idx = cv.test;
trainData = data(~idx,:);
testData = data(idx,:);
% Create binary rating matrix
numUsers = max(data(:,1));
numMovies = max(data(:,2));
trainMatrix = zeros(numUsers, numMovies);
for i = 1:size(trainData, 1)
trainMatrix(trainData(i,1), trainData(i,2)) = 1;
end
testMatrix = zeros(numUsers, numMovies);
for i = 1:size(testData, 1)
testMatrix(testData(i,1), testData(i,2)) = 1;
end
```
3. 联合推荐策略
我们将使用基于用户和基于物品的推荐算法来生成推荐列表。然后,我们将联合这些列表来生成最终的推荐列表。
以下是Matlab代码:
```matlab
% User-based recommendation
userSim = corr(trainMatrix');
userSim(isnan(userSim)) = 0;
userRecs = zeros(numUsers, numMovies);
for i = 1:numUsers
[~, idx] = sort(userSim(i,:), 'descend');
for j = 1:numMovies
if trainMatrix(i,j) == 0
userRecs(i,j) = sum(trainMatrix(idx(1:10),j)) / 10;
end
end
end
% Item-based recommendation
itemSim = corr(trainMatrix);
itemRecs = zeros(numUsers, numMovies);
for i = 1:numUsers
for j = 1:numMovies
if trainMatrix(i,j) == 0
itemRecs(i,j) = sum(trainMatrix(i,:) .* itemSim(j,:)) / sum(itemSim(j,:));
end
end
end
% Joint recommendation
jointRecs = (userRecs + itemRecs) / 2;
```
4. 缓存策略
我们将使用一个简单的缓存策略来优化推荐性能。该策略将最近访问的电影添加到缓存中,并在下一次推荐时优先考虑缓存中的电影。
以下是Matlab代码:
```matlab
% Cache policy
cacheSize = 10;
cache = zeros(cacheSize, 1);
for i = 1:numUsers
% Get recommendation scores
scores = jointRecs(i,:);
% Check cache for top recommendations
for j = 1:cacheSize
[~, idx] = max(scores);
if ismember(idx, cache)
scores(idx) = -Inf;
else
cache(j) = idx;
break;
end
end
% Update jointRecs with cache
for j = 1:cacheSize
if cache(j) > 0
scores(cache(j)) = Inf;
end
end
[~, idx] = sort(scores, 'descend');
jointRecs(i,:) = zeros(1, numMovies);
jointRecs(i,idx(1:10)) = 1;
end
```
完整代码:
```matlab
% Load data
data = load('ratings.csv');
data = data(:, 1:3);
% Split data into train and test sets (80/20 split)
rng(1); % For reproducibility
cv = cvpartition(size(data, 1), 'HoldOut', 0.2);
idx = cv.test;
trainData = data(~idx,:);
testData = data(idx,:);
% Create binary rating matrix
numUsers = max(data(:,1));
numMovies = max(data(:,2));
trainMatrix = zeros(numUsers, numMovies);
for i = 1:size(trainData, 1)
trainMatrix(trainData(i,1), trainData(i,2)) = 1;
end
testMatrix = zeros(numUsers, numMovies);
for i = 1:size(testData, 1)
testMatrix(testData(i,1), testData(i,2)) = 1;
end
% User-based recommendation
userSim = corr(trainMatrix');
userSim(isnan(userSim)) = 0;
userRecs = zeros(numUsers, numMovies);
for i = 1:numUsers
[~, idx] = sort(userSim(i,:), 'descend');
for j = 1:numMovies
if trainMatrix(i,j) == 0
userRecs(i,j) = sum(trainMatrix(idx(1:10),j)) / 10;
end
end
end
% Item-based recommendation
itemSim = corr(trainMatrix);
itemRecs = zeros(numUsers, numMovies);
for i = 1:numUsers
for j = 1:numMovies
if trainMatrix(i,j) == 0
itemRecs(i,j) = sum(trainMatrix(i,:) .* itemSim(j,:)) / sum(itemSim(j,:));
end
end
end
% Joint recommendation
jointRecs = (userRecs + itemRecs) / 2;
% Cache policy
cacheSize = 10;
cache = zeros(cacheSize, 1);
for i = 1:numUsers
% Get recommendation scores
scores = jointRecs(i,:);
% Check cache for top recommendations
for j = 1:cacheSize
[~, idx] = max(scores);
if ismember(idx, cache)
scores(idx) = -Inf;
else
cache(j) = idx;
break;
end
end
% Update jointRecs with cache
for j = 1:cacheSize
if cache(j) > 0
scores(cache(j)) = Inf;
end
end
[~, idx] = sort(scores, 'descend');
jointRecs(i,:) = zeros(1, numMovies);
jointRecs(i,idx(1:10)) = 1;
end
% Evaluate performance
precision = sum(sum(jointRecs .* testMatrix)) / sum(sum(jointRecs));
recall = sum(sum(jointRecs .* testMatrix)) / sum(sum(testMatrix));
f1 = 2 * precision * recall / (precision + recall);
fprintf('Precision: %.4f\n', precision);
fprintf('Recall: %.4f\n', recall);
fprintf('F1 Score: %.4f\n', f1);
```