Speaker
Description
In this paper, we introduce a simple but efficient greedy algorithm,
called SINCO, for the Sparse INverse COvariance selection problem, which is equivalent to learning a sparse Gaussian Markov Network, and empirically investigate the structure-recovery properties of the algorithm. Our approach is based on a coordinate ascent method which naturally preserves the sparsity of the network structure. We show that SINCO is often comparable to, and, in various cases, outperforms commonly used approaches such as glasso [7] and COVSEL [1], in terms of both structure-reconstruction error (particularly, false positive error) and computational time.