View Recommends via matrix completion (public)
























- Summary
More mathematical approach to recommendation problem. No additional data about items and users is needed - just incomplete matrix.
- License
- CC-BY-SA 3.0
- Tags
- collaborative-filtering low-rank matrices matrix-completion recommendation
- Feature Processing
- Parameters
- Operating System
- independent
- Code
%pseudocode
function norm = fobnorm(X) norm = sum(sum(X.*X)) end;
function err = tooptimize(X) err = fubnorm(X-Y); end;
function X = matrixcompletion(y,M,sizeX) % Matrix completion approach to collaborative filtering % finds: argmax_X ||X - Y||_p
% Output % X - matrix to be estimated % Input % y - sampled entries % M - masking operator, applied to vectorized form of X % sizeX - size of matrix to be reconstructed Y = reshape(M(y,2),sizeX);
X = oprimize(tooptimize)
end
- Software Packages
- Description
(No information yet)
- URLs
- (No information yet)
- Publications
- revision 1
- by kidzik on 2011-09-13 20:16
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Disclaimer
We are acting in good faith to make datasets submitted for the use of the scientific community available to everybody, but if you are a copyright holder and would like us to remove a dataset please inform us and we will do it as soon as possible.
Acknowledgements
This project is supported by PASCAL (Pattern Analysis, Statistical Modelling and Computational Learning)
http://www.pascal-network.org/.