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Table 1 Finding the value of K by maximizing the log-likelihood function for m=2

From: Multivariate zero-truncated/adjusted Charlier series distributions with applications

K \(\hat {\pi }\) \(\hat {\lambda }_{1}\) \(\hat {\lambda }_{2}\) Log-likelihood
3 0.66742 3.4739056 5.4464959 −884.6629
4 0.58617 3.1314781 5.1040629 −883.4288
5 0.51145 2.9188539 4.8914319 −883.0151
6 0.44308 2.8176227 4.7901937 −883.1228