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They can then proceed to the following module. Each class: Can be attended live either in the classroom or via webcast Can be viewed as a recording on your personal learning resources webpage within 48 hours of the lecture taking place. This recording is available in perpetuity 24 hours prior to the lecture you will be e-mailed class notes and related problem sheets where appropriate We recommend hours of self study per week.
Mathematics for Quantitative Finance Classroom program or distance learning Mathematical finance is now a pre-requisite for City practitioners. The Mathematics for Quantitative Finance program attracts individuals from a wide range of roles and academic backgrounds. Riaz is full-time director at 7city for all mathematical and computational finance based courses. His research and academic interests are in the theoretical and computational methods for derivative pricing and Islamic finance. Course London Course Choices from pm to pm for session and from pm to pm for session 7 : 3rd, 4th, 5th, 6th, 7th, 10th September and 7th November 15th, 16th, 17th, 18th, 19th, 22nd October and 7th November 3rd, 5th, 6th, 10th, 12th, 13th and 14th December New York Course Choices from pm to pm : 19th, 20th, 21st, 22nd, 23rd and 26th November.
Course London Course Choices from pm to pm for session and from pm to pm for session 7 : 3rd, 4th, 5th, 7th, 10th, 11th and 12th March 7th, 8th, 10th, 11th, 14th, 15th and 16th March 12th, 13th, 16th, 17th, 18th, 19th and 20th June New York Course Choices from pm to pm for session and from pm to pm for session 7 : 28th, 30th April and 2nd, 5th, 6th, 7th and 8th May 30th May and 2nd, 3rd, 4th, 5th, 6th and 9th June.
The CQF Program comprises six modules. Each module covers a different N and aspect of quantitative finance and consists of lectures, discussionsU 20 A computer workshops. Delegates are encouraged to complete weekly R Y exercises prior to the commencement of the next class. At the end of each module, delegates take a written exam to gain certification in that module. This primer course is ideal for pre-CQF delegates looking to brush up on their math skills.
It is a short but intensive refresher in the areas of calculus, differential equations, linear algebra and probability. Some things you may wish to consider: Mathematical finance is now a pre-requisite for financial practitioners This course is designed for those working full time no time away from the office Delivered via 7 evening lectures in the classroom or via distance learning Every class is recorded and available online for playback in perpetuity You will receive continual access to a personal tutor via phone and email or in person.
Module 2 Risk and Return This unit deals with the classical portfolio theory of Markowitz, the Capital Asset Pricing Model, more recent developments of these theories, also option types and strategies.
We see the rudiments of option pricing principles and theory in the binomial model. Module 3 Equity, Currency and Commodity Derivatives The Black-Scholes theory, built on the principles of delta-hedging and no arbitrage, has been very successful and fruitful as a theoretical model and in practice. The theory and results are explained using different kinds of mathematics to make the student familiar with techniques in current use.
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Module 1 Basic Building Blocks of Finance Theory and Practice It will be necessary to bring all students up to the same technical level. Most students will be familiar with the contents of this first module, but any gaps in a students background will be identified and appropriate private study recommended. We introduce the rules of applied It calculus as a modelling framework. Simple stochastic differential equations and their associated Fokker-Planck and Kolmogorov equations are introduced.
Important mathematical tools and results Taylor series Probabilistic concepts Stochastic calculus and Its Lemma Transition density functions Central Limit Theorem The random behaviour of asset prices Martingale theory. I believe that the CQF is one of the most efficient and effective ways to fast track understanding and practical knowledge in quantitative finance.
The CQF is designed for the real world and gave me the tools to handle the pricing of all the complex derivatives a fixed income portfolio manager can nowadays be exposed to, be they interest rate structured products or credit structured products. It equipped me with the confidence to deal with everevolving structures proposed by banks, and above all with the ability to price and analyse the sensitivities of these products. This incredible program offers in the matter of six months a level of credibility and recognition from colleagues, counterparts and peers, that could be achieved no other way.
Module 4 Interest Rates and Products This module starts with a review of fixed-income products and the simple but useful concepts of yield, duration and convexity, showing how they can be used in practice. The limitations of this approach and the need for a more sophisticated theory are explained. Many of the ideas seen in the equity-derivatives world are encountered again here but in a more complex form. Module 6 Advanced Topics The lognormal random walk and the Black-Scholes model have been very successful in practice. Yet there is plenty of room for improvement.
The benefits of new models will be discussed from theoretical, practical and commercial viewpoints. When pricing complex products it is necessary to be able to correctly value vanilla products. Modern models adopt frameworks that ensure that basic products are perfectly calibrated initially.
The models derived in earlier parts of the course are only as good as the solution. Increasingly often the problems must be solved numerically. We explain the main numerical methods, and their practical implementation. Transaction costs and discrete hedging Stochastic volatility and jump diffusion Non-probabilistic models Exotic options Static hedging Brace, Gatarek and Musiela Monte Carlo simulations Quasi-Monte Carlo methods Finite-difference methods.
Module 5 Credit Products and Risk Credit risk plays an important role in current financial markets. We see the major products and examine the most important models. The modeling approaches include the structural and the reduced form, as well as copulas. Jackson and M.
Haug Derivatives: Models on Models E. Choudhry 1 years subscription to Wilmott magazine.
The course is brilliantly structured, covering a wealth of topics and models in depth and the modular organisation is excellent, creating a genuine learning path. Delegates are able to gradually develop an understanding of the fundamental concepts of quantitative finance through a combination of both theory and application. A RY By dividing the course content over 24 weeks, delegates slowly build up their knowledge session by session. Delegates are provided with a complete set of course notes for each class and these are annotated by the Course Instructor during the session. Some classes will comprise computer workshops and delegates receive data files 24hrs before the class.
The class holds up to 70 delegates. Recorded Classes Delegates can access each weekly class online in their own time. Online Access Delegates who choose to dial into the class can view both the instructor and the presentation simultaneously, as if they were in the class. If delegates have a question they post this to the tutor chat box. The tutor will then repeat the question to the class, before proceeding to answer.
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The same approach is applied if a delegate in the London class poses a question. Each weekly class is recorded while being delivered. The classes are then posted online. Most people interested in quantitative finance are already very mathematical.
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Better than any course I have ever been involved in, the CQF acknowledges that people like me are not interested in expanding my mathematical background, but rather would like to learn how to apply my talents. The instructors do an excellent job of helping bridge the gap between academia and the real world. Three months after completing the CQF I was promoted from fundamentals analyst to options trader. The CQF helped me make the leap faster than I ever thought possible. The tutors are really supportive and always try to provide solutions to problems, however difficult.
Paul Wilmott is a great tutor and the lessons are always clear and interesting. There are three main areas of assessment: 1. Weekly Exercises Delegates are provided with exercises following the first three sessions of each module.
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The exercises test the information covered during the respective session and can be in the form of mathematical computations, mini essays or spreadsheet exercises. The exercises are optional and allow each delegate to determine if they have understood the concepts taught. If delegates experience problems with a certain area, a one-toone tutorial can be arranged. Module Examinations The objective of the exam is to ensure delegates have a full understanding of the principles taught and their applications. Examinations are issued for the first five modules, following the last session of each module and delegates have one week to answer the exam paper.
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The exam is open book, so lecture notes can be used for reference. Project Work All delegates have to complete two pieces of project work for Module 6. These are practical programming projects which are set during the second half of the course and designed to ensure delegates apply their theoretical knowledge to real-life problems, that they can then bring back to the workplace.
The project scoring the highest mark is profiled on wilmott. The examination is fully invigilated and covers subjects from all modules. The award will be made to the delegate attaining the highest score in the final examination. Publication of Results Each programs results are listed in the following publications: Financial Times International Edition Economist Wilmott magazine.