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Department of Mathematical Sciences, Unit Catalogue 2009/10


MA50196: Financial derivatives

Click here for further information Credits: 6
Click here for further information Level: Masters
Click here for further information Period: Semester 1
Click here for further information Assessment: EX 100%
Click here for further informationSupplementary Assessment: Supplementary assessment (where allowed by programme regulations)
Click here for further information Requisites:
Description: Aims:
To provide an introduction to derivative securities including futures and options, their valuation and management.

Learning Outcomes:
At the end of this course, students should be able to: demonstrate an understanding of the outcomes of portfolios including a variety of financial instruments; apply principles of arbitrage, hedging and risk management; demonstrate appreciation of the derivation of the Black-Scholes pricing theory, and perform calculations based on the Black-Scholes analysis.

Skills:
Written communication (T/F/A), Numeracy (T/F/A), Time management and Organisational skills (F), Data acquisition, handling and analysis (F), Problem solving (T/F/A), Working independently (F), Critical/analytical skills (F), Precise thinking (T/F/A), Accuracy and attention to detail (T/F/A).

Content:
Introduction to derivatives, including futures and forward contracts, call and put options. Valuation of futures and forwards contracts. Time value of money, interest rates, bonds. Option pricing; put-call parity, trading strategies, arbitrage. Random asset price modelling. Introduction to stochastic calculus. The Black-Scholes analysis for pricing derivatives, including options. Other topics to be chosen from: interest rate swaps and their valuation, assets paying dividends, the binomial pricing model, risk management of options (delta, theta and gamma).
NB. Programmes and units are subject to change at any time, in accordance with normal University procedures.