Professor
Ryan Edwards Queens
College – CUNY
Phone: (718) 997-5189 Department
of Economics
Email: redwards@qc.cuny.edu Powdermaker
Hall 300-S
Web: http://qcpages.qc.cuny.edu/~redwards Office
Hours:
Tue/Thu 3:00–4:00PM
ECON 208: The Process of ECONOMIC DEVELOPMENT
Spring 2012
|
Code |
Meeting time |
Location |
Final exam |
|
6460 |
Tue/Thu
10:50AM–12:05PM |
Kiely
270 |
TBA |
Sections
below:
Course Overview | Learning Objectives | Prerequisites | Math | Academic Honesty (Cheating)
Required Text | Course Requirements | Problem Sets | Web Sites | Students with Disabilities
Course Overview. We are a nation of over 310
million people now, more than twice our size in 1950. The world as a whole is home to roughly
7 billion people, or about twice the number living in 1970. In contrast,
average income in the U.S. is almost $50,000 per year but only about $10,000
across the world as a whole. What are the factors that influence growth in
population and economic well-being, and what are the prospects for future
growth and development? These are big questions, and in this course we will
explore how economists answer them. Along the way, we will examine the
microeconomic behavior of individuals: how do people choose to work or retire,
save or consume, marry, reproduce, and immigrate? What are the implications of
these behaviors for markets, for policy, and for society?
LEARNING OBJECTIVES. In this course, we will
cover fundamental questions in economic development and population studies.
Your specific learning objectives in Econ 208 include the following, in order
of their appearance in the course, all based on material in the readings and
presented in class:
¥ Learning demographic
transition theory, the cadence of declining mortality followed by fertility
¥ Assessing the state of and
prospects for continued transition and development around the globe
¥ Using the Solow model to
understand the role of saving and population in growth
¥ Assessing the challenges of
population aging for economies and government budgets
¥ Modeling the effects of
implicit taxes on retirement and defined-benefit pensions on well-being
¥ Understanding developments
in family structure and female labor force participation
¥ Using microeconomic theory
to model female labor supply, family size, and quantity vs. quality
¥ Assessing current trends in
U.S. immigration and their economic and fiscal impacts
¥ Using micro and macro
theories to model and cost immigration flows
¥ Assessing the concept of
optimal population size with economic theory
¥ Learning the Malthusian
population model, and comparing it to the Solow model
¥ Examining the role of
technological change in growth and development
¥ Gauging the implications of
population and economic growth for the environment and sustainability
PREREQUISITES. First-year microeconomic
principles: Econ 102, and ENGL 110.
MATH.
You do not need to have taken Math
131, Calculus with Applications to the Social Sciences, before taking Econ 208.
That is, you do not need to know calculus
to do well. But you will find that there is plenty of other math in Econ 208.
Although the undergraduate bulletin does not mention it, you must have a working knowledge of algebra and graphs in order to pass Econ 208. Most models can be understood
through graphs alone, but others require algebra.
I will almost never expect you to memorize any math,
but you must be able to recognize any math that I show you on an exam. If you
find yourself struggling with math, I suggest you either postpone Econ 208
until you have taken Math 131, which you must do to major or minor in
economics, or make use of tutoring in Kiely 131.
Academic honesty. I take cheating extremely
seriously. CHEATING consists of acts
like copying another studentÕs problem
set or exam; copying my lecture slides and turning them in; discussing an
exam with anyone during the exam; bringing crib sheets, notes, or other
paraphernalia to the exam; and general tomfoolery. Cheating on a problem set
earns you a zero and a warning. Cheating on an exam earns you an immediate F
for the class and a referral to the VP for Student Affairs. I am ruthless with
cheaters. Do not find this out the hard way. Read more about cheating here.
Problem set 0 will consist of a
plagiarism tutorial and quiz on the course Blackboard site. You can earn extra credit on the problem sets for
learning about what constitutes plagiarism and thinking about the consequences.
In todayÕs world with ubiquitous use of the Internet, ownership and attribution
can be confusing or seem antiquated. It isnÕt. DonÕt copy sources. Cite them.
Use them to inform your own thinking.
Required Text. There is no single required text for this
course. But that does not mean there are no readings. I have assembled 30
readings for this course and made them available through the Blackboard
website. You must read these.
But read them shrewdly; read the title, the first several paragraphs, the
conclusion, look at the graphics, and then read or skim the entire article.
The reading list appears at the end of this
syllabus, before the calendar. I have marked each according to when it will be
covered. It is your responsibility
to read these before class.
Course Requirements. Your overall grade in the
course will depend on your performance on problem sets, a midterm exam, and a
final exam. Each contributes to your course grade in this way:
¥
Six (6) problem sets (&
extra credit from a warm-up) are 10% of your final course grade
¥
One midterm exam is 35% of
your final course grade
¥
One final exam is 55% of
your final course grade
The midterm exam will be conducted in class and
appears on the course calendar. The exact date, time, and location of the final
exam will be announced as soon as they are known. Those with time conflicts must first see
the registrar and then me.
The final
will be cumulative, but you should
expect to demonstrate your grasp of the concepts, not the details of the models
or the math. This course is about creative thinking and problem solving. The
ideal method of preparation for the final exam, and for obtaining a good course
grade, is to complete all the problem sets and the exams, and ask questions in
office hours and in class.
The exams will
test your analytical and language skills. You must be able to reason your way through
a problem and supply short answers to questions. All the past exams since fall
2006 are available on Blackboard. You should look at them to get an idea of
what to expect, but each exam will consist of entirely new questions drawn from
the same core material. My exams are hard.
They always have been. They are hard for everyone. Buckle down and take a deep
breath.
PROBLEM SETS will be due on the dates
shown in the course calendar. Late problem sets will not be accepted. There are
no make-ups. Problem sets must be printed out in hardcopy and turned in. As
long as you make a clear effort to complete everything, you will get full
credit. If you Òhalf-assÓ it, then you get half credit. If you do not turn it
in on time, you get zero credit.
Problem sets are distributed online on Blackboard in
ÒAssignments.Ó All six are already up there, and you can get started
immediately if you want.
Once again, please note that late problem sets will not be accepted, period. Please do not ask
to make them up. You must complete them on time. Start early, learn how, ask questions of me and of other students, and
come to office hours. Take responsibility.
Web sites. Course materials will
appear on Blackboard, which you must
learn how to use. There is also a publicly viewable course website where I place the syllabus but nothing else.
The Blackboard web tool can be accessed at http://www.cuny.edu through the Log-in link at the
bottom on the left-hand side. Once in, look for ÒBlackboardÓ under ÒSSO
ApplicationsÓ and click it. We will use version 8.0.
Help for Blackboard is available at http://qcpages.qc.cuny.edu/edtech/BlackBoard/students.html
STUDENTS WITH DISABILITIES and other special needs will
be fully accommodated. Please see the Queens College Office of Special Services
in Kiely 171 (718-997-5870) to address these needs.
Course Outline and Reading List
Readings marked with an asterisk (*) are optional. You must read all others. READ
BEFORE CLASS!!
I. INTRODUCTION & BACKGROUND
Class 1: Introduction,
Review, & Overview
No readings; but get
started!
Class 2: Population and the
Demographic Transition
Class 3: Mortality
2. John R. Wilmoth (2002) ÒHuman Longevity in
Historical Perspective,Ó Chapter 2 in Paola S. Timiras, ed., Physiological Basis of Aging and Geriatrics,
Boca Raton, FL: CRC Press, 3rd edition.
Class 4: Fertility &
Immigration
3. National Research Council (2000) ÒTransitional
Fertility,Ó Chapter 3 in Beyond Six Billion Washington: National Academy Press,
pp. 53–62, 78–82.
4. National Research Council (1997) ÒSummary,Ó in
The New Americans, Washington: National Academy Press, pp. 1–13.
Class 5: Age Structure
5. Cheryl Stauffer (1999) ÒBuilding PyramidsÓ Population Today 27(5), 3.
II. DEVELOPMENT THEORY
Class 6: The Solow Model 1
6. N. Gregory Mankiw (2007) Macroeconomics 6th edition, New York: Worth Publishers, selections
from Chapter 7, ÒEconomic Growth IÓ pp. 186–192, 206–213.
Class 7: The Solow Model 2
See above
III.
AGING
Class 8: Retirement and
Pensions
7. Gary Burtless and Joseph F. Quinn, (2001)
ÒRetirement Trends and Policies to Encourage Work among Older Americans,Ó in
P.P. Budetti, R.V. Burkhauser, J.M. Gregory, and H.A. Hunt, eds., Ensuring Health and Income Security for an
Aging Workforce, Kalamazoo, MI: Upjohn, pp. 375–397, 410–415.
Class 9: Implicit Taxes on
Work
Class 10: Theory of Unfunded
Pensions
A model of
unfunded Òpay-as-you-goÓ pensions — see lecture notes
Class 11: Social Security
__________________________________________________
Class 12: IN-CLASS REVIEW
FOR THE MIDTERM
Class 13: IN-CLASS MIDTERM
EXAM
__________________________________________________
IV. THE FAMILY
Class 14: Intergenerational
Transfers
*12.
Ronald Lee and Andrew Mason (2011) ÒPopulation aging and the generational
economy: Key findings,Ó Chapter 1 in Ronald Lee and Andrew Mason, eds. Population Aging and the Generational
Economy: A Global Perspective. Northampton, MA: Edwin Elgar.
Class 15: Female Labor
Supply
13. Gary S. Becker (1981) ÒThe Evolution of the
Family,Ó Chapter 11 in A Treatise On the
Family, Cambridge: Harvard University Press.
Class 16: ÒModern FamilyÓ
16. Suzanne M. Bianchi and Lynne M. Casper (2000) ÒAmerican
Families,Ó Population Bulletin 55(4),
3–25.
17. Michael J. Brien and Michelle E. Sheran (2003)
ÒThe Economics of Marriage and Household Formation,Ó Chapter 2 in Shoshana A.
Grossbard-Shechtman, ed. Marriage and the
Economy, Cambridge: Cambridge University Press.
18. Evelyn L. Lehrer (2003) ÒThe Economics of
Divorce,Ó Chapter 3 in Shoshana A. Grossbard-Shechtman, ed. Marriage and the Economy, Cambridge:
Cambridge University Press.
Class 17: Value of Time
Theory
Value of Time
model — see lecture notes
Class 18: Quantity-Quality
Theory
20. Gary S. Becker (1981) ÒThe Demand for Children,Ó
Chapter 5 in A Treatise On the Family,
Cambridge: Harvard University Press.
V. IMMIGRATION
Class 19: Overview
21. National Research Council (1997) ÒBackground to
Contemporary U.S. Immigration,Ó Chapter 2, and ÒThe Face of the U.S. Population
in 2050,Ó Chapter 3 in The New Americans,
Washington: National Academy Press, pp.30–37, 107–115.
Class 20: Characteristics of
U.S. Immigrants
22. George Borjas (1999) ÒThe Skills of Immigrants,Ó
Chapter 2 in Heavens Door: Immigration
Policy and the American Economy, Princeton: Princeton University Press, pp.
19–38.
Class 21: Macroeconomic
Impacts
23. National Research Council (1997) ÒImmigration's
Effects on Jobs and Wages: First Principles,Ó Chapter 4 in The New Americans, Washington: National Academy Press, pp.
135–142, 151–157.
24. National Research Council (1997) ÒImmigration's
Effects on Jobs and Wages: Empirical Evidence,Ó Chapter 5 in The New Americans, Washington: National
Academy Press, pp. 219–230.
Class 22: International
Labor Migration
Labor flows
in a two-country model — see lecture notes
Class 23: Fiscal Impacts
25. Ronald Lee (2001) ÒImmigration: Consequences for
Fiscal Developments in the Receiving Population,Ó in Neil J. Smelser and Paul
B. Baltes, eds., International
Encyclopedia of the Social Sciences, Oxford:
Elsevier, Vol. 11, 7217–7220.
VI. POPULATION THEORY
Class 24: Optimal Population
Theory
The theory of
optimal population size — see lecture notes
Class 25: The Malthusian
Model
26. Ronald Lee (1980) ÒAn Historical Perspective on
Economic Aspects of the Population Explosion: the Case of Pre-industrial
England,Ó in Richard Easterlin, ed., Population
and Economic Change in Developing Countries, Chicago: University of Chicago
Press, pp. 517–520 and 541–546.
*27. Thomas Malthus (1798) An Essay on the Principle of Population, Chapters 1 and 2.
Class 26: The Solow Model
& Technology
6. N. Gregory Mankiw (2007) Macroeconomics 6th edition, New York: Worth Publishers, selections
from Chapter 7, ÒEconomic Growth IÓ pp. 186–192, 206–213.
28. Ester Boserup (1981) Population and Technological Change, Chicago: University of Chicago
Press, Chapters 1 and 2.
Class 27: Development and
the Environment
29. Garrett
Hardin (1968) ÒThe Tragedy of the Commons,Ó Science
162, 1243–1248.
30. Bj¿rn Lomborg (2001) The Skeptical Environmentalist: Measuring the Real State of the World,
Cambridge: Cambridge University Press, Chapters 5 and 12.