A concave regularization technique for sparse mixture models Johan Ugander School of Operations Research and Information Engineering Center for Applied Mathematics Cornell University
–Neural Information Processing Systems
Latent variable mixture models are a powerful tool for exploring the structure in large datasets. A common challenge for interpreting such models is a desire to impose sparsity, the natural assumption that each data point only contains few latent features.
Neural Information Processing Systems
Mar-15-2024, 00:46:11 GMT
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