作者:Hemant Ishwaran、Mahmoud Zarepour                                    
                                    
                                        DOI:10.2307/3315951
                                    
                                    
                                        日期:2002.6
                                    
                                    AbstractThe Dirichlet process can be regarded as a random probability measure for which the authors examine various sum representations. They consider in particular the gamma process construction of Ferguson (1973) and the “stick‐breaking” construction of Sethuraman (1994). They propose a Dirichlet finite sum representation that strongly approximates the Dirichlet process. They assess the accuracy of this approximation and characterize the posterior that this new prior leads to in the context of Bayesian nonpara‐metric hierarchical models.