UNIVERSITY OF COLORADO Fall
2006
DEPARTMENT OF SOCIOLOGY
SOCY 4061 SOCIAL STATISTICS
TR 2:00-3:15 PM Ketchum 119, Ketchum 33
Instructor:
Jane Menken menken@colorado.edu
103 IBS #1 (1416
Broadway) 303 492 8148
Ketchum 210
(shared faculty office) 303 492 4155
Office Hours: 3:30-4:30 TR in Ketchum and by appointment in IBS
Instructor:
Jill Williams jill.williams@colorado.edu
105A IBS #3 (1424 Broadway) 303
492 5253
Objectives
This course is intended to introduce students to quantitative
analysis. If you already
Miller McPherson, Lynn
Smith-Lovin, and Matthew E. Brashears. 2006. Social isolation in America: Changes in Core Discussion Networks over
Two Decades. American Sociological
Review: 71(3) 353-375.
then you do not need to take this course.
If you do not yet possess these skills, the objective of this course is
to provide you with the opportunity to gain them and be confident that you can
both understand quantitative research studies and carry out your own
analyses. The course is intended to
prepare students for additional courses on multivariate quantitative analysis
and research methods. The approach
throughout will be experiential - we use a recent study of social isolation
that has received a great deal of media attention and will replicate most of
the published analyses and add some of our own.
The approach to learning statistical theory is visual, using CU
Professor Gary McClelland’s unique on-line text, Seeing Statistics, and the approach to learning statistical
analysis is through doing analyses using STATA and CU graduate Larry Hamilton’s
book, Statistics with STATA.
The course begins with our reading the focal article to understand what
the authors say they did. We then turn to an introduction to surveys
and, in particular, the General Social Survey (GSS) 1985 and 2004 – the two
surveys used in the McPherson et al. article.
We look at the survey questions and their correspondence to the
questions the article addresses. We
begin to use STATA first to manage and then to describe the 1985 GSS data – in
words, tables, and graphs. The next
portion of the course emphasizes statistical theory – how can we use samples to
learn about the population
group of interest? When we use a
sample and calculate a mean, why do we choose to use the mean? How sure are we that our sample mean is close
to the true mean of the population sampled?
Can we estimate how far away from the true value a sample value may
be? If we use two samples – GSS 1985 and
GSS 2004 – to look at how confidante networks have changed over time, how do we
know whether the difference is real or could have happened simply by taking two
samples from a population in which no change over time has taken place? We will also ask questions about
relationships between individual characteristics – for example, do women have
more confidantes than men? Is the number
of confidantes greater for young people compared to older people? Does it vary by education?
Focal article and selected media responses:
Miller
McPherson, Lynn Smith-Lovin, and Matthew E. Brashears. 2006. Social isolation in America: Changes in Core
Discussion Networks over Two Decades.
American Sociological Review:
71(3) 353-375.
Pat Burson.
Study: Fewer find close friends.
Newsday, July 29, 2006. Reprinted
in Daily Camera
Ellen
Goodman. The demise of friendship. Syndicated column. Daily Camera, June 30, 2006.
Ann
Hulbert. The Way We Live Now: Confident
Crisis. New York Times Magazine, July
16, 2006.
Hilary
Macgregor. Study finds Americans need
friends. Los Angeles Times, July 1,
2006. Reprinted in Daily Camera.
Required Texts:
For basic
statistical theory and concepts:
Gary McClelland. 1999. Seeing
Statistics. Duxbury Press. www.seeingstatistics.com/
Access
free through any CU website. If you’re
accessing the web from outside of CU, you need to have VPN dialer on your
computer.
For applied
statistics and use of STATA:
Lawrence C. Hamilton. 2006. Statistics
with STATA. Belmont CA: Duxbury, an
imprint of Thomson Brooks/Cole. You may
use earlier versions of this book.
Recommended Texts: If you’d like
to refer to more standard statistical texts – any edition published in the past
five years is fine.
Frederick J. Gravetter and Larry B. Wallnau. 2005. Essentials of Statistics for The Behavioral
Sciences. Wadsworth Group/Thompson Learning.
James T. McClave and Terry Sincich. Statistics. Ninth Edition, 2003 or
Tenth Edition, 2006. New York: Prentice Hall.
Larry Gonick & Woollcott Smith. The
Cartoon Guide to Statistics.
2005. New York: Collins
Reference, an imprint of HarperCollins Publishers. This book is inexpensive, accurate, and a lot
more fun to read than most stat texts!
Online:
Philip B.
Stark. SticiGui:
Statistics Tools for Internet and Classroom Instruction
with a Graphical User Interface
http://www.stat.berkeley.edu/users/stark/SticiGui/index.htm
http://onlinestatbook.com/rvls/
South Africa Distance Learning Project: The Analysis
of South African Household Survey Data
http://saproject.psc.isr.umich.edu/
Assignments
There will be weekly assignments and three short quizzes.
The course highlights four components of learning statistics: terminology, computation, application, and
interpretation of results. Although most
important, the application component depends on mastery of terminology and
computations. Each component requires a
different type of assignment.
First, it helps to view statistics as a language with its own terms and
concepts. Students must master the terms
and concepts just as they must learn nouns, verbs, and grammar of a foreign
language. Seeing Statistics defines and explain relevant terms and concepts. I will also review this material but expect
students to read the assigned material on their own before class. Then, we can devote more class time to
discussion of issues of application and interpretation. A series of three quizzes covers the
definitions, terms, and concepts of the readings.
Second, to understand the concepts and techniques, students need to do
computations themselves once or twice.
Abstract equations and ideas take on concrete meaning when one
substitutes numbers into formulas and calculates statistics either by hand or
using a computer, but not the automatic statistical features of a package like
STATA. Otherwise, statistical packages
on computers can do the calculations most efficiently. I will assign several problem sets using material
in Seeing Statistics or using the
GSS1985 and/or the GSS2004 for you to complete and turn in for grading. You may pair with another student to complete
these assignments.
Third, the ultimate goal of learning statistical techniques is to apply
them to real research problems. With
that in mind, we will use the McPherson et al. article extensively. We will review in class the relevant
substantive issues they raise and the ways in which the statistical techniques
they use to address the substantive issues.
I will assign a series of short weekly papers in the second half of the
course based on analysis of the GSS1985 and/or the GSS2004. The papers involve using the techniques
studied in class and interpreting your own statistical results. As part of the papers, I may also assign a
set of questions that involve the interpretation of the statistical results in
a table from a published article.
The papers should be clearly written, as if for a professional
audience. One needs considerable
practice to write clear, organized, and theoretically meaningful prose when
describing statistical results. Make
every attempt to rewrite, revise, edit, and (perhaps most importantly) organize
your papers until they read smoothly, proceed logically, and highlight the
substantive meaning of the statistical results.
You’ll use STATA for Windows on the machines in the Ketchum Labs for
the paper assignments. STATA, a set of
pre-written computer programs, performs the step-by-step calculations needed to
obtain nearly any desired statistic. It
also includes procedures to organize, access, graph, and print a set of
data. Users need only to select the
desired procedures and identify the variables to perform them on. You will learn to write short STATA DO files
(a series of commands) to carry out your analyses. I assume little or no experience with STATA
and an important part of the course is your introduction to data management and
statistical analysis using this program.
Grading
There will be an assignment just about every week: three
short quizzes covering the terms and concepts of the readings, six problem sets
using material from Seeing Statistics
or the GSS and four short papers (at most 3 pages) based on interpretation of
your computer output from STATA and statistics presented in a table from a
published article. Each quiz constitutes
10% of the grade, each problem set constitutes 5% of the total grade, and each short
paper constitutes 10% of the total grade.
Schedule
The schedule below lists the topics, readings, and assignment for each
week (I will accommodate students whose disability requires special
arrangements or whose religious obligations conflict with any
assignments). Although I hope we can
stick roughly to this schedule, some adjustment during the semester may prove
necessary, especially since this is a completely new approach to teaching this
course.
Week Date Topic Reading
1 Aug 29 Introduction
Aug 31 Discussion McPherson
et al.
media responses
2 Sep
5 Description
of GSS Handout from ICPSR
Hamilton
Ch 1
Introduction to Data Management and
Description using STATA (with a short introduction to Seeing Statistics)
Sep 7 Getting onto STATA Hamilton
Ch 2
3 Sep
12 Data and Comparisons McClelland Chs 1-2
Sep 14 Describing
the Center McClelland Ch 3
4 Sep
19 Finding data on the web Handouts
Sep 21 Describing
data Hamilton Ch 2
5 Sep
26 Describing the Spread McClelland
Ch 4
Sep
28 Seeing Data Again McClelland
Ch 5
Underpinnings of Statistics
6 Oct 3 Probability McClelland
Ch 6
Oct
5 Normal
distribution McClelland Ch 7
7 Oct
10 Inference
and confidence McClelland Ch 8
Oct
12 continued
8 Oct
17 One-Sample
Comparisons McClelland Ch 9
Oct
19 continued
9 Oct
24 Two-Sample
Comparisons McClelland Ch 10
Oct 26
continued
10 Oct 31 Categorical
Data Comparisons Handouts
Nov 2
continued
11 Nov 7 Correlation and Regression McClelland Ch 12
Nov
9 continued
Data Analysis and Interpretation of Results
12 Nov 14 Back
to the data Hamilton Ch 4
Nov
16 continued
Fall Break and Thanksgiving
13 Nov 28 Graphing Data in STATA Hamilton Ch 3
Nov 30 continued
14 Dec 5 Summary
Statistics and Tables Hamilton Ch 4
Dec 7
continued
15 Dec 12 Linear Regression Analysis Hamilton Ch 6
Dec 14 Wrapup
16 Dec 19 Last paper due