Methods and Statistics in Political Science
Political Science 221
Chambers B027
Monday, Wednesday, Friday
9:30 – 10:20 p.m. (Section A, CRN 13783)
10:30 – 11:20 p.m. (Section B, CRN 14398)
Fall 2005

Dr. Patrick Sellers
Chambers 2039
Office Phone: 704-894-2078
Office Hours: MWF 11:30-12:30 (CHA3130), TTh 9:30-10:30 (my office),
and by appt.
Email: pasellers@davidson.edu

Assignments

Blackboard

 Course Objectives

The world of politics offers a nearly infinite array of interesting and important problems.  Why did George Bush win the 2004 presidential election?  Is Europe's adoption of a common currency a merely superficial change or an important development fundamentally affecting the region's political and economic institutions?  Why has religious fundamentalism thrived in Islamic countries?  For these and many other questions, potential answers may be difficult to sort out.  It is even harder to demonstrate conclusively that one of those answers is more "correct" than another.  This course will help you think more carefully and systematically about political questions, their potential answers, and the types of evidence needed to evaluate those answers.

To encourage such careful, systematic thinking, the course focuses on the analytical framework of statistics.  During the first part of the semester, we explore the logic of statistics without using numbers.  We examine how that logic can improve many types of non-quantitative analysis (i.e., research without "number crunching"), from historical analysis to single or comparative case studies.  The statistical principles can help make this type of research more logical and systematic.  However, the application of statistical principles to non-quantitative work is not universal and can be controversial; we will also discuss some of these controversies.  

During the second part of the semester, we examine the same statistical principles in their more common context: quantitative analysis with many observations.  With the growing availability of surveys and other large data sets, politicians and political scientists are increasingly turning to this type of analysis.  We begin with a discussion of averages and then move to basic concepts of probability and hypothesis testing.  We conclude with several weeks on correlation and regression, two of the most common types of statistical analysis.  These topics often create fear in the minds of political science majors, particularly those who chose the major in order to avoid all contact with numbers!  This course can alleviate such "stats anxiety."  Students are NOT required to have an extensive background in math or calculus.  Instead, they should understand basic math functions (addition, subtraction, multiplication, and division) and be willing to learn and apply additional math concepts.

Mastery of the course concepts can benefit students in many ways.  Here at Davidson, an understanding of statistical principles can help in other courses by making it easier to understand political science research presented in those courses.  You can impress friends and professors by posing important questions about that research: Why were the particular cases chosen for analysis?  Were these the best cases?  Does the evidence presented persuasively support the author's argument?  The concepts from this course can also make it easier for students to do their own research for seminar papers or honors theses.  Finally, the course can prove helpful after graduation.  In addition to developing their analytical and statistical abilities, students must improve their skills of written and verbal expression and learn a statistical computer program (Stata).  After graduation, these skills can make a student more attractive to potential employers.

Course Requirements

Each student’s grade for the course will be based on several components.  

Students will receive more details about each assignment in class.  All assignments are due at the start of class on the assigned date (unless noted otherwise).  Assignments turned in more than 10 minutes after the start of a class period will be considered late.  For each 24-hour period that an assignment is late, the grade on that assignment receives a penalty of 10 points.  I will consider exceptions to the late penalty for medical and other emergencies; computer problems are not acceptable excuses for late work.  

The Honor Code binds all work in the course.  In accordance with the Honor Code, all paper assignments must provide appropriate citations for any sources or information included in the paper; failure to provide these citations is a violation of the Honor Code.  If you have questions about the appropriate format for citations, make sure that you ask me before turning in the paper.  You can also visit the Campus Writing Center for additional assistance with citations.  

Students must complete the two exams and make and evaluate the presentations individually.  Students may work together to study for exams, as well as to complete problem sets and daily problems. But, each student must submit his or her individual answers for the problem sets and the daily problems.  I strongly encourage group effort; working together makes it easier to understand the problem and get the right answer!  In addition, I encourage each student to practice his or her presentation in front of classmates before giving it in class.  This practice gives you feedback on the presentation before you give the version in class that receives a grade.

The numerical grade for any assignment turned in may range from outstanding (in the 90-to-100 range) to failing (55).  Note that the failure to complete and turn in any assignment (problem set, presentation, evaluation of presentation, or exam) will result in a numerical grade of 0 for that assignment.  When calculating final course grades, I will calculate the overall numerical averages and use the following table to convert them to letter grades:

Letter scale Numerical ranges for final grades
A >92
A- >=90, <=92
B+ >=87, <90
B >82, <87
B- >=80, <=82
C+ >=77, <80
C >72, <77
C- >=70, <=72
D+ >=67, <70
D >=60, <67
F <60

 

Blackboard

Throughout the semester, students will use the Blackboard web site for three purposes: submitting answers to daily problems, submitting evaluations of class presentations, and checking grades on those answers and evaluations.

Assigned Readings

Three required texts are available for purchase in the bookstore: Designing Social Inquiry, by King, Keohane, and Verba; The Statistical Imagination, by Ritchey; and Applied Regression: An Introduction, by Lewis-Beck. We will also read several individual articles, denoted with an “*” in the course outline below.  These articles are available on electronic reserve on the library's web site.  We may also add additional articles as the semester progresses; these will also be on electronic reserve.

 

Course Outline

Date Topic Reading Assignment
Aug. 22
  1. Introduction
   
Aug. 24
  1. The Science in Political Science
    1. The Scientific Method
  • KKV, 3-12
  • Hill*
Aug. 26
    1. Research Designs
  • KKV, 12-33
  • Daily Prob. #1 completed
Aug. 29
  1. Descriptive Inference
    1. Description, Causal Explanation, and Interpretation
  • KKV, 34-45
  • Daily Prob. #2 completed
Aug. 31
    1. Classifying Information and Making Inferences
  • KKV, 46-62
  • Daily Prob. #3 completed
Sep. 2
No Class
Sep. 5
    1. Judging Descriptive Inferences: Unbiasedness and Efficiency
  • KKV, 63-74
  • Daily Prob. #4 completed
Sep. 7
    1. An Application
  • Putnam*
 
Sep. 9
  1. Causality and Causal Inference
    1. Defining Causality
  • KKV, 75-84
  • Prob. Set #1 handed in
Sep. 12
    1. Assumptions for Causal Effects
  • KKV, 91-98
Sep. 14    
  • Daily Prob. #5 completed
Sep. 16
    1. Rules for Constructing Causal Theories
  • KKV, 99-114
  • Daily Prob. #6 completed
Sep. 19
    1. An Application
  • Lehouq*
 
Sep. 21
  1. Determining What to Observe
    1. Indeterminant Research Designs
  • KKV, 115-123
 
Sep. 23
    1. Random Selection and Selection Bias
  • KKV, 124-138
  • Daily Prob. #7 completed
Sep. 26
    1. Intentional Selection of Observations
  • KKV, 139-149
  • Caspar and Taylor*
  • Daily Prob. #8 completed
Sep. 28
  1. Understanding What to Avoid
    1. Measurement Error
  • KKV, 150-167
  • Prob. Set #2 handed in
Sep. 30
    1. Relevant and Irrelevant Variables
  • KKV, 168-195
 
Oct. 3
  1. Discussion
   
Oct. 5
Midterm Exam
Oct. 7
  1. Quantitative Analysis With One Variable
    1. Means and Standard Deviations
  • R, 96-153
 
Oct. 10
Fall Break
Oct. 12
    1. Probability
      1. Basic Rules and independent events
  • R, 154-162
Oct. 14
      1. The Normal Curve
  • R, 163-188
  • Daily Prob. #9 completed
Oct. 17
    1. The Central Limit Theorem
      1. Sampling Distributions
  • R, 189-200
  • Daily Prob. #10 completed
Oct. 19
      1. T Distribution
  • R, 200-214
 
Oct. 21
      1. Sample Problems
 
  • Daily Prob. #11 completed
Oct. 24
    1. Confidence Intervals
      1. Calculating a Confidence Interval
  • R, 221-241
 
Oct. 26
      1. Choosing a Sample Size
  • R, 241-245
 
Oct. 28
      1. Sample Problems
 
  • Daily Prob. #12 completed
Oct. 31
    1. Hypothesis Testing and Means Tests
      1. Six Steps of a Hypothesis Test
  • R, 249-287
  • Prob. Set #3 handed in
Nov. 2
      1. Single-Sample Means Test
  • R, 288-317
Nov. 4
      1. Large Single-Sample Proportions Test
  • R, 318-333
  • Daily Prob. #13 completed
Nov. 7
  1. Quantitative Analysis With More Than One Variable
    1. Difference of Means Tests
      1. Independent Samples Difference of Means Test
  • R, 334-351
  • Daily Prob. #14 completed
Nov. 9
      1. Non-Independent (Matched-Pair) Difference of Means Test
  • R, 351-375
  • Daily Prob. #15 completed
Nov. 11
    1. Chi-Squared Test
  • R, 421-436
  • Daily Prob. #16 completed
Nov. 14
    1. Correlation
  • R, 460-473
  • Daily Prob. #17 completed
Nov. 16
    1. Regression
      1. The Basics
  • LB, 9-19, 47-51
  • Daily Prob. #18 completed
Nov. 18
      1. Statistical Tests
  • LB, 20-25, 30-47, 51-53
  • Prob. Set #4 handed in
Nov. 21
      1. Multicollinearity -- Including and Excluding Variables
  • LB, 56-63
Nov. 23
Thanksgiving Break
Nov. 25
Nov. 28
      1. Predicted Values and Outliers
  • LB, 19-20, 53-54
  • Daily Prob. #19 completed
Nov. 30
      1. Dummy Variables and Non-linear Relationships
  • LB, 66-71
  • Daily Prob. #20 completed
Dec. 2
      1. KKV and Regression
 
  • Prob. Set #5 handed in
Dec. 5
Optional Class
Dec. 7
Dec. 8
Reading Day
Dec. 9-15
Final Exams