17FEB06
M567
SOLUTION TO
MIDTERM TAKE HOME PROJECT (EXAM)1
DUE THURSDAY 30MAR06
All data sets, excepts the one from Problem 4, are real life data sets,
i.e., they are not constructed.
Please indicate in the very beginning of your answer to this take-home
Steen Andersson
30MAR06
M567
SOLUTIONS TO HOMEWORK 8
DUE THURSDAY 11APR06
Problem 1. Consider the statistical model (P N P (NN )| R+ ), where P
0
denotes the Poisson distribution on N0 with parameter . Let the Gamma distribution = G, with shape parameter
Steen Andersson
10APR06
M567
SOLUTIONS TO
HOMEWORK 9/FINAL EXAM
DUE WEDNESDAY 03MAY06
BEFORE NOON1
Problem 1. Let P1 and P0 be probability measures on R with densities f0 and
f1 , respectively, wrt the standard Lebesque measure on R. Let f0 (x) = 1[0,1] (
17FEB06
M567
MIDTERM TAKE HOME PROJECT (EXAM)1
DUE THURSDAY 30MAR06
All data sets, excepts the one from Problem 4, are real life data sets,
i.e., they are not constructed.
Please indicate in the very beginning of your answer to this take-home
project what
Steen Andersson
10APR06
M567
HOMEWORK 9/FINAL EXAM
DUE WEDNESDAY 03MAY06
BEFORE NOON1
Problem 1. Let P1 and P0 be probability measures on R with densities f0 and
f1 , respectively, wrt the standard Lebesque measure on R. Let f0 (x) = 1[0,1] (x)
and f1 (x)