180.367 – Investments and Portfolio
Management: Spring 2008.
Course Outline
This is
an introductory course in investments. The course is broken into four
parts. The first part covers the fundamental concepts of asset returns,
risk, and risk-aversion, and then studies how investors should optimally choose
their portfolios given the observed patterns of risk and return. The
second part of the course studies the reverse question: given how investors
choose their portfolios, what are the equilibrium patterns of risk and expected
return in financial markets: in other words, what is the expected return that
various types of assets must earn to compensate investors for bearing their
risk. The second question is studied in the context of two theories of returns:
the capital asset pricing model and arbitrage pricing theory. The third part of
the course studies the empirical evidence for and against the equilibrium
theories of asset returns, with an emphasis on the evidence in support and against
the efficient markets hypothesis. The fourth and final part of the course
studies three classes of assets in more detail. The topics that are covered
include models of equity valuation, bond valuation and hedging, and option
valuation and hedging.
Course Locations and
Times
Lecture: Hodson 311, Tuesdays
Sec 01: Hodson 216, Thursdays
Sec 02: Hodson 216, Fridays
Contact Information
Instructor: Matt Pritsker
Email: mpritsker@frb.gov
OH: Mergenthaler 457, Tuesdays
by appointment after class.
Phone: (202) 452-3534 (
Phone: (410) 516-5728 (On Tuesday after class)
TA: Tony Williams
Email: tony.williams@jhu.edu
OH: Mergenthaler 466, Thursdays,
Announcements
Jan
31, and Feb 1: No Discussion section.
Feb
7 and 8: First meeting of discussion
section. Statistics for portfolio problems
and matrix algebra for portfolio problems will be covered.
Feb
14 and 15: Discussion section will cover
efficient frontiers using matrix algebra in excel, and will also discuss the
answers to the first problem set (See supplemental course notes for class on
February 12).
Feb
17: Problem Set 2 Posted. Due on Feb 26 at the beginning of class.
Feb
28 and 29: Midterm Reviews will be held in discussion section. Relevant review materials are last years
first midterm and review sheet for that midterm.
Feb
28: Solutions to problem set 2 posted.
March 4:
Midterm. Midterm Answers
March
11: We will cover efficient markets on
March 11. We will also have a guest
teacher, Scott Black,
for the second half of the class. Scott
is a Johns Hopkins alumnus, and Founder of the Investment Company, Delphi
Management.
March
25: We will back track and cover the
Arbitrage Pricing theory this week. An updated syllabus that covers the rest of
the semester is posted on the course web site.
March
25: Problem set 3 is posted. Problem set 4 will be posted shortly. Problem set 3 will be due April 1. Problem set 4 will be due April 8.
March
27 and 28: There will be no discussion
section this week.
May 15:
Final Exam. Hodson 210 from
Exam
Content: A handout was distributed on
the last day of class. Because I did not
get to go over the handout in class, any new material on the handout that was
not previously covered in class, will not be covered on the midterm.
Required
Textbook: Investments, 7th edition, 2008, by
Bodie, Kane, and Marcus.
Supplemental Course notes:
For class February 5: Matrix Algebra for
portfolio problems Notes from class discussion
For class February 12: Efficient
frontiers using matrix algebra in excel
[.pdf version]
Extended example of creating efficient
frontiers in excel.
April 15: Handout on interest rates.
Problem
Set 1: Due Feb 12 at beginning of class.
Solutions
Problem Set 2: Due Feb 26 at beginning of
class. Solutions: Excel PDF
Problem
Set 3: Due April 1 at beginning of class.
Solutions
Problem Set 4: Due April 8 at
beginning of class. Solutions
Problem Set 5 Due April 29 at beginning of class. Solutions
Investments,
7th edition website for Students.
Review sheet for midterm 1, 2007
Midterm1,
2007 Answers to Midterm 1
Review sheet for midterm 2, 2007 Answers to review sheet
questions.
Midterm
2, 2007 Answers to Midterm 2