Finance 524B Derivative Securities Mini
Syllabus

Phil Dybvig
dybvig@wustl.edu
Washington University Olin School

TA support: Yudong Rao rao.y@wustl.edu

Focus: foundational concepts, tools, and applications of option pricing theory

Option pricing theory is one of great success stories of the application of scientific methods to business. Option pricing tools have applications across finance in such diverse areas as capital budgeting, investments, speculation, currency hedging, and (of course) pricing and hedging marketed options and futures. This course continues the introduction to option pricing concepts, tools, and applications. The main concepts are dominance, arbitrage, and artificial probabilities. The main tool we will cover is the workhorse binomial model of Cox, Ross, and Rubinstein, and we will also discuss its close relative, the original Black-Scholes model. The course will also discuss some additional institutions and the economic properties of various options and futures contracts.

Essential tools and concepts, up-to-date applications: The material covered in the course uses largely the same toolkit I described when I first taught this material over 30 years ago when no textbook was available. However, the applications have been updated and our perspective on these tools has evolved.

Prerequisites FIN524 Options and Futures or permission of the instructor. No special knowledge of mathematics beyond high-school algebra is required. However, as in most quantitative courses, students with the strongest math backgrounds will breeze through most easily. This course places quantitative demands on students typical of our MBA finance courses.

Organization of the course The course will be in a traditional lecture format, with a final exam.

Course Requirements Grades in the course will be based mainly on the final exam, which will measure understanding of the tools and concepts from the lectures. Class participation or submitting corrections to course materials may change a grade near a cutoff. Understandably, job search or other obligations may occasionally conflict with class. It is your responsibility to find out from your classmates what you miss when you are absent.

The final exam is scheduled on Friday, August 2, 10:00AM--1:00PM. If you must miss the exam, please tell me as early as possible. If you miss the exam, I will substitute an oral exam in Zoom.

Course materials Course materials include slides, problem sets, and practice exams that are available on the web. There is no separate packet.

Slides The lectures will be based on slides that are available on the Web, one set of slides per day of classes. You may want to print a paper copy of the slides before each class for cross-reference during class, for study, and for taking notes on. The slides and other materials are available on my teaching page on the web: http://dybfin.wustl.edu/teaching/ or at the direct link http://dybfin.wustl.edu/teaching/derivsec24-1. You will also be able to reach the materials through the course's Canvas page, which is a link to my website.

Textbooks The lectures and other materials I provide are self-contained, but most of the topics in the course are standard and you can find out more from a standard introductory book on options and futures. My favorite of the books I am familiar with is Derivatives Markets by Bob McDonald, ISBN-10: 0321543084, ISBN-13: 9780321543080. Bob McDonald is a top scholar and one of the "inventors" of real options. This book is fun to read because it has good coverage of the underlying economics without skimping on the technical side. Options, Futures, and Other Derivatives by John Hull, ISBN 0-13-009056-5, is a "tried and true" text that has been around for a long while. This book is widely used in courses and on the street, although for my taste the writing is stilted and there is too much emphasis on the technical side to the exclusion of the economics.

If you want to look at either book, here is an approximate correspondence between the book and the lectures. In most cases, there is a lot more information in the text than what we need in the course, and there is some information in the course not covered in the books (or even the slides), so you should check with your classmates when you miss class.

McDonald ChaptersHull Chapters
Lecture 12.1, 5.3, 5.4, 5.5, 6.1, 6.35.1-5.8, 5.11
Lecture 22.2, 2.3, 9.3, 10.1-10.6, 11.111.1, 11.2, 13.1-13.9, 13.11, 18.6, 18.7
Lecture 33.2, 9.1, 9.3, 9.A, 15.311.3, 11.4, 11.5-11.7, 12.2-12.4
Lecture 412.1-12.5, 12.A, 24.1-24.215.1, 15.2, 15.4, 15.5, 15.8, 15.9, 15.11, 15.12, 18.8, 19.4, 19.6
Lecture 58.3, 8.4, 10.6, 25.1, 25.47.1, 7.6, 7.7, 7.9, 7.10, 29.2, 31.6

Teaching Assistance Yudong Rao will help in the offering the course. She is a doctoral student in economics who has done both theoretical and empirical researh. She did a great job as TA in Mathematical Finance for MSFQs in the Spring, and she has good quantitative and interpersonal skills. Her e-mail address is rao.y@wustl.edu. Of course, you can also direct your questions to me; send me e-mail at dybvig@wustl.edu.

About you In addition to enrolling through the proper authorities, please send me an e-mail with the following information:

If you enroll and later choose to drop the class, please let me know about that, too, with feedback about why the course didn't work for you.

About me I was previously a tenured full professor at Yale, and I came to Wash U in 1988 in the hope of building a top finance group, which we have done. I'm best known outside of academic finance for the 2022 Nobel Memorial Prize in Economic Sciences, which I was awarded alongside Ben Bernanke and my co-author Douglas W. Diamond. More information on me is in the chatty blurb at http://dybfin.wustl.edu/misc/about.html or in my vitae at http://dybfin.wustl.edu/misc/vitae.html. My Web pages can be accessed through my home page.

Feedback Feedback is especially important to me. Written feedback by e-mail is especially useful.

Integrity and Professionalism Students are expected to conform to the Olin School's Honor Code and Code of Professionalism. In particular, pay careful attention to the rules for the final exam (including "no notes or books allowed" and "no electronics"). I will report any violations to the Disciplinary Committee with considerable sadness but a strong sense of duty.

Other resources See the Appendix below for links to other university resources.

Summary I invite you to join me in exploring the exciting world of derivative securities!

APPENDIX: some additional resources from the officials

On a personal note, I would add that the university officials have a duty to do what is best for the university and also have their own agendas. If you are involved in a serious dispute, I recommend retaining your own legal representation to protect your rights.

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