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This provides an implementation of the group k-means (gk-means). gk-means is an algorithm to do clustering or binary code encoding. The codes provides routines of how to train the model from the training data, how to encode the database points with the model, how to do retrieval task, and how to evaluate the retrieval results. This code is not quite cleaned, but it should be easy to use and should work. For any question, please contact me: [email protected] or [email protected] ---------------------------------------------------------------------- Linux: 1. add the following to ~/.bashrc export LD_LIBRARY_PATH=${LD_LIBRARY_PATH}:/home/user/code/gkmeans/c_code/bin if the downloaded folder is /home/user/code/gkmeans 2. Start Matlab and run main_entry.m. Windows: The main issue is to compile the c++ codes under c_codes/. In each sub folder, the project file is provided, but is not well tested. A little more effort is required to compile the c++ codes under windows. Since no additional library is required, it should not be difficult to do it. ----------------------------------------------------------------------- Issues: Q1: libutility.so can not be found A1: The file is located in c_code/bin. Thus please add the following in ~/.bashrc ----------------------------------------------------------------------- Note: In the demo codes, the data are randomly generated, so if you would like to use it in your specific dastaset, please modify the data reading routine, including: 1. Line 26-28, how to read the training data to train the model 2. Line 106-107, how to read the test data or the query data 3. Line 87-88, how to read the database points. ------------------------------------------------------------------------ Please also consider to cite our paper if it helps: \article{WangYYKLW15, author = {Jianfeng Wang and Shuicheng Yan and Yi Yang and Mohan S. Kankanhalli and Shipeng Li and Jingdong Wang}, title = {Group {\textdollar}K{\textdollar}-Means}, journal = {CoRR}, volume = {abs/1501.00825}, year = {2015}, }
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an implementation of group k-means (including optimized Cartesian k-means)
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