| Course Title |
|
Options |
| Course Category |
|
Online |
| Target Audience |
|
This course is designed for institutional investors who wish to advance their knowledge of derivatives to be able to confidently select and integrate these instruments into their portfolios. |
| Continuing Education |
|
Professional Development:
CA, CGA, CMA, IDA
8 MX CE Credits
8 CE Credits : Advocis #AD3312 |
| Prerequistes |
|
Derivatives : Basic Concepts Series / Courses 1, 2, and 3, and basic knowledge of financial mathematics.
or
Participants must be familiar with financial mathematics as well as with the following basic derivative concepts :
· Basic characteristics of derivative contracts
· Pricing techniques of derivative contracts
· Rudimentary uses of derivative contracts
· Basis trading strategies using derivative contracts |
| Objectives |
|
Upon completion of this course, participants will have in-depth knowledge of the two main option pricing models, i.e., the binomial option pricing model and the Black-Scholes option pricing model. Participants will be able to use these two pricing methodologies to determine the value of an option. They will also understand the importance of the option
|
| Subject by level |
|
|
| Topics |
|
Pricing
Option Pricing Intuition
Binomial Option Pricing Model - One-Step Tree for a European Call Option - Two-Step Tree for a European Call Option - Two-Step Tree for a European Put Option - Binomial Model of a Dividend-Paying Stock - American Call Option on a Dividend-Paying Stock - Put-Call Parity and the Binomial Option Pricing Model
Black-Scholes Option Pricing Model - Limitations of the Black-Scholes Option Pricing Model - Implementing the Black-Scholes Option Pricing Model - Volatility: Historical Versus Implied - Put-Call Parity and the Black-Scholes Model - Incorporating Dividends into the Black-Scholes Model - American-Style Options and the Black-Scholes Model - Relation Between American-Style and European-Style Options
The Option |
| Duration |
|
This online course is equivalent to an in-class course with a duration of 8 hours. Online courses are self-paced, and the time necessary to complete each course will vary with each student. |
| Time to comple the course |
|
Six months (user account can be deactivated after this period) |
| Date |
|
Available now |