ENGR 274 - Generalized Linear Models (Winter 2004)
Expectations for derivatives of log-likelihoods
In order to obtain the mean and variance of a random variable with a distribution from the
exponentia
AMS 274 - Generalized Linear Models (Spring 2010)
Homework 1 (due Tuesday 13 April)
1. The list below comprises a number of distributions, including in each case, the support, parameter space, and den
AMS 274 Generalized Linear Models (Spring 2010)
Homework 5 (due by 12pm, Friday June 4)
Please email me a pdf le with your hwk; alternatively, you can slide your hwk under my oce
door. The hwk papers
AMS 274 - Generalized Linear Models
Spring 2010
1. Denitions
Exponential dispersion family of distributions
Central to the development of generalized linear models (glms) is the exponential dispersion
AMS 274 Generalized Linear Models (Spring 2010)
Homework 2 (due Thursday 22 April)
1. Consider the special case of the Cauchy distribution, C(, 1), with scale parameter = 1, and
density function
f (y;
AMS 274 Generalized Linear Models (Spring 2010)
Homework 4 (due Thursday 20 May)
1. The table below reports results from a developmental toxicity study involving ordinal categorical
outcomes. This stu
AMS 274 Generalized Linear Models (Spring 2010)
Homework 3 (due Tuesday 4 May)
1. Let yi , i = 1, ., n, be realizations of independent random variables Y i following gamma(i , )
distributions, with de