| Abstract: |
Producing the Bayesian network structure that maximizes a score function is known as model selection. A common approach to model selection involves local search in the space of acyclic digraphs, which is prone to local maxima. Under a wide variety of assumptions the problem is NP-hard. Moreover, exhaustive enumeration requires super-exponential time in the number of variables. We present an exponential space/time algorithm for finding a structure that corresponds to the global maxima of a decomposable scoring function, such as BDeu or BIC. Joint work with Andrew Moore. |