IOE 465                                                        Fall 2002

(Unless otherwise stated, no derivations or proofs in the book are required for the course.)

 

Chapter 1. Sections 1.1-1.3 (skip figure 1.3, last two paragraphs of section 1.3), section 1.4 (understand the concept of p value as depicted in Figure 1.4), section 1.6 (skip constraints on parameters on pp.24-26), section 1.7 (skip the Bonferroni method), section 1.8 (skip materials in the second paragraph of p.34), section 1.9 (ignore the H matrix on p.35). 

HW #1: problems 1.4 (hint:  use a statistical model whose terms can be used to quantify the effects in your discussion), 1.9, 1.15, 1.18 (i) (ignore part ii ).

 

Chapter 2. (Ignore constraints on parameters, Bonferroni method, and the extra sum of squares principles throughout the chapter.)

Sections 2.1-2.2, section 2.3 (pages 55-60; skip subsections 2.3.2-2.3.3), section 2.4, section 2.6, section 2.7, section 2.8 (only basic fact on BIBD and its potential applications required, formulas and ANOVA not required), section 2.9 (only the regression modeling on pp. 80-81; materials on pp. 82-83 not required.)

HW#2: problems 2.5, 2.8, 2.9, 2.11.

HW#3: problems 2.14, 2.20 (analyze the original data as a three-way layout; you may use the sum of squares for the three-way interactions as the residual sum of squares so that you can apply the F test; data transformation as stated in the problem not required), 2.33

(replace the ANCOVA analysis in the problem by the regression modeling approach on pp. 80-81), 2.28.

 

Chapter 3. Sections 3.1-3.7, section 3.8 (skip the derivations in (3.20)-(3.21)), sections 3.10-12. Ignore any analysis that involves studentized maximum modulus test or Lenth’s method.

HW#4: problems 3.13 (a)-(c), 3.14 (a)(b)(only its first sentence)(c), 3.17, 3.19.

 

Chapter 4. Sections 4.1-4.3, section 4.4 (skip subsection 4.4.2), sections 4.5 and 4.6 (only required to know how to use the tables in the appendix). Ignore any analysis that involves studentized maximum modulus test or Lenth’s method.

HW#5: problems 4.7, 4.14, 4.17, 4.27 (b)-(e), 4.28 (a)(b).

 

Chapter 7. Sections 7.1-7.3 (proof of Lemma 7.1 not required). Appendix 7A (N=12 and 20), 7C (Tables 7C.1-7C.7).

 

Chapter 9. Sections 9.2, 9.3 (pp.392-398).

 

Chapter 10. Sections 10.1-10.6, 10.7 (Example 10.1, Theorem 10.1 without proof), section 10.10 (skip page 469 to first paragraph of page 470).

HW#6: problems 7.14 (a)(answer only the first question on minimum run size), 7.15 (a), 9.1, 10.6, 10.10, 10.17, 10.22 (b)(c)(d).