Re: Maximum Likelihood

2001-06-29 Thread Herman Rubin
In article [EMAIL PROTECTED], Mark W. Humphries [EMAIL PROTECTED] wrote: Hi, Does anyone have references to a simple/intuitive introduction to Maximum Log Likelihood methods. References to algorithms would also be appreciated. Cheers, Mark W. Humphries Any decent text on mathematical

Re: Maximum Likelihood

2001-06-29 Thread Rich Ulrich
on maximum likelihood tutorial (put the phrase in quotes to keep it together; or you can use Advanced search) There were MANY hits, and the second reference was in a tutorial that begins at http://statgen.iop.kcl.ac.uk/bgim/mle/sslike_2.html The third reference was for some programs

Maximum Likelihood

2001-06-28 Thread Mark W. Humphries
Hi, Does anyone have references to a simple/intuitive introduction to Maximum Log Likelihood methods. References to algorithms would also be appreciated. Cheers, Mark W. Humphries = Instructions for joining and leaving this

Maximum likelihood Was: Re: Factor Analysis

2001-06-18 Thread Herman Rubin
the other variables and does not include the residuals. That's as close to lay terms as I can get. I have never heard a simple explanation of maximum likelihood estimation, but -- MLE compares the observed covariance matrix with a covariance matrix predicted by probability theory and uses