Math 5305 Statistical Models

Course Syllabus

Exams

Final Project due 12/11

Midterm Review

Slides

Introduction

Chapter 3

Notes on Continuous Distributions   Tex File  (Contains an example where E(Y | X) = 0 for all X, but E(Y) does not exist.)

Diagnostics and Remedial Measures

Logistic Regression and Discriminant Analysis

Principal Components

Labs

SAS Examples

Lab8 not to turn in Lab8Data.txt  LogisticRegressionFunctions.txt

Lab7 due by 11/29   Lab7Data.txt

Lab6 due by 11/20  Lab6Data.txt

Lab5 due by 11/13   GLScows.txt   GLS2.txt   GLS3.txt

Lab4 due by 11/6   cows.txt   SATMotherEd.txt

Lab3 due by 11/1

Lab2 due by 10/23  Lab2Data.txt

Lab1 not to turn in FTIC.csv

Lab0 due by 10/4

Introduction.txt  (Open in Notepad.  Then "Select All" and paste into R Studio's script window.)

Homework

Hw8 due 10/11:  p. 49 (8, 9, 10, 15 (Find ahat and bhat.  You do not have to find the standard errors.  Be prepared to present ahat and bhat on Monday.))

Hw7 due 10/9:  p. 23 (1, 4) and p. 44 (1, 2, 4, 5).  (Be prepared to present p. 45 (4) on Wed.)

Hw6 due 10/2:  p. 37 (1--6, 8).  On problem 8, assume U is n x 1.

Hw5 due 9/27:  p. 35 (2, 3, 4) and p. 39 (3, 6).  For the problems on p. 35, assume that A, U, and B are matrices with dimensions IxJ, JxK, and KxL, respectively.  A and B are constants, while U is random (K=1 on problems 2 and 4).

Hw4 due 9/20:  p. 31 (5) and p. 33 (3, 5, 9a, 10, 14).  Be prepared to present solutions for 10 and 14 on Monday in class.

Hw3 due 9/13:  p. 20 of the packet problems (1, 2, 5, 7, 8, 9, 10, 13).  We will also discuss these problems on Monday in class.

Review Hw2 due 9/6

Review Hw1 due 8/30