To
ensure we meet your expectations and maximise your return on training
investment, we favour a classroom/workshop set up for the delivery of our
courses. Please note we have therefore limited number of spaces available and
these will be assigned on a first come, first accepted basis. We recommend
early booking to avoid disappointment.
“Obtain a comprehensive understanding of Monte
Carlo applications to derivatives pricing…”
How will you benefit?
Monte Carlo simulation represents the most effective method at
present for the valuation of options and risk management of complex derivatives
portfolios, but in order to fully grasp the implications of pricing the
instruments, a practical workshop is mandatory. This PC-based two-day course
will progress from extensions to the basic Monte Carlo Method, through the
valuation of American and Bermudan options, to advanced Monte Carlo implementations.
The course is set at an advanced level. Applications will
be mainly aimed at derivatives pricing with applications in VBA or C++. Lecture
sessions will be supported by practical PC-exercises in which you will gain
experience on the characteristics of alternative methods. Code used throughout
the course will be made available for you to take back when returning to your
organisation.
Full implementations are supplied for the key Monte Carlo methods in VBA or C++. You will
be able to make comparisons between different implementation techniques
including trade-offs between cost and speed, performance and maintenance.
Advanced topics that will also be discussed include serialization and
implications for object instantiation and extendibility to new option contracts.
• Understand Monte Carlo simulation and speed-up methods
such as control variates and importance sampling
• Learn how to sample
from standard processes like GBM and OU processes, difficult processes such as
CIR, and multifactor models such as Heston
• Evaluate the effectiveness of speed-ups for different
option types
• Grip and comprehend
how to extend the simple Monte
Carlo method by looking
at: Stochastic volatility and multi-factor models; correlation amongst other
elements
• Optimise extended applications of Monte Carlo simulation
• Compare methods in the valuation of American and
Bermudan options
• Explore advanced Monte Carlo applications
• Apply Monte Carlo to value multiple options
simultaneously, with individual tailored speed-ups
About your expert trainer:
Dr. Nick Webber is the Reader in Finance at the University of Warwick. Before taking up this position,
he was Professor of Computational Finance at City University. Prior to taking a PhD in Theoretical
Physics at The Imperial College, and working in academia, he worked for a
number of years in industry.
His chief research interest is in interest rate modelling
and computational finance. He has developed fast computational methods for Monte Carlo and lattice implementations. Dr.
Webber is a frequent speaker at academic and industry conferences and the
author of various publications on aspects of modelling and computational
finance. He is the author of two upcoming books on computational finance in VBA
and C++.
Pre-course questionnaire:
A detailed questionnaire will be sent to all course participants to
establish exactly where the group training needs lie. The completed forms will
be analysed by the course leader/trainer and followed by telephone if further
clarification is required. As a result we can guarantee that the course is
pitched at exactly the right level and that the issues that you regard as
relevant are addressed. The course material will reflect these issues and will
enable you to digest the subject matter after the event in your own time.
Who should attend?
From Financial Institutions, Investment Banks, Hedge Funds
and Pension
Funds, Consultancy Groups and Solution Providers
• Quantitative Analysis, Research & Development
• Interest Rate Derivatives & Equity Derivatives
• Derivatives Products
• Financial Engineering
• Derivatives Structuring, Valuation & Trading
• Exotic Products Pricing
• Market Risk Analysis
• Borrowing & Derivatives Middle Office
• Proprietary Trading
• Model Development & Validation
• IT
Derivatives Support