E-mail
jwong@math.cuhk.edu.hk
Office
Lady Shaw Bldg 208
Phone extension
3943 - 7987
Lecturer's office hours
Please email me to arrange an appointment.
Teaching Assistant
Hei-Lok CHAN
E-mail
hlchan@math.cuhk.edu.hk
Office
Room 222B
Phone extension
3943 - 7963
TA's office hours
Please email me to arrange an appointment.

Teaching Assistant
Kan Kai Fung
E-mail
kfkan@math.cuhk.edu.hk
Office
Room 222B
Phone extension
3943 - 7963
TA's office hours
Please email me to arrange an appointment.

Course Information

Course Objective

Topics of the course will include: Basic option theory, forward and futures contracts, model of asset price, Ito's Lemma, asset price random walk, Black-Scholes model, free boundary problems of options, discrete random walk model, the binomial methods, Monte Carlo methods, and if time allows, finite difference method..

Text and References

Reading List: This will be updated during the academic year.

This is available at the CUHK library.

The text/reference should not be treated as a substitute for the lectures. The lectures may present the material covered in the text in a different manner, or deviate from it entirely. You should take your own notes in class.

Academic Offenses

The Chinese University of Hong Kong places very high importance on honesty in academic work submitted by students, and adopts a policy of zero tolerance on cheating and plagiarism. Any related offence will lead to disciplinary action including termination of studies at the University. For information on categories of offenses and types of penalties, students should consult the following link: , or doc.

Evaluation

Your final letter-grade will be determined by your point Ranking viz. your final score (out of 100 points). The total score for your course grades is distributed as follows:

Homework
15%
Two quizzes
25% (Feb 7: 10% and March 21: 15%)
One Programming Assignment
5%
Final
55%

Homeworks

There will be four graded homework assignments.

Please note that you MUST do the whole homework entirely by yourself. In case of difficulty, you may consult the instructor and the tutors during their office hours. Any answers that show evidence of having been done with others will receive a score of zero; stronger action may also be taken (visit ). Don’t copy the work of others! Be neat, concise and well-organized.

Late homework answers will NOT be graded, and will receive a score of zero.

Please click the links below to download the homework.

Lecture Notes

Once you have enrolled your course, we will send you a username and password to access your online learning resources.

Please click the link below to download the lecture notes.

Jeff Chak-Fu WONG, Department of Mathematics, The Chinese University of Hong Kong, Shatin, Hong Kong.