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Financial Planning using Integer Quadratic Programming, Oct 20, 2006
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[http://www.unicom.co.uk/product_detail.asp?prdid=1331|Event Home Page]
__Contact:__ Michael Sun, UNICOM Seminars +44 (0) 1895 256 484
[mailto:info@unicom.co.uk|info@unicom.co.uk]
__Course Fees:__ £350 + VAT (One day)
~~red:Mention MoneyScience and get a 10% discount~~
!!!Backgrounds and Objectives
Financial Planning problems are eminently suited for analysis using the efficient risk & return frontier. These models are successfully processed as quadratic programs. Rather belatedly quadratic programs in the form of mean-variance analysis have become the tool of choice when it comes to financial planning, be it portfolio selection, asset liability management models, or index tracking. Further, integer quadratic optimisation is one of the most valuable extensions that make the portfolio selection realistic and applicable by introduction threshold values, numbers to be chosen, and transaction costs.
This special one-day course is designed to successfully demonstrate and transfer the skills needed for developing integer quadratic programming models as applied in financial planning.
The conceptual and practical aspects of the course have been carefully chosen and prepared to ensure that you have the opportunity to cover integer programming both in theory and in practice, without being overwhelmed by inconsequential details in either optimisation or financial planning. The course is focused tightly around financial planning applications such as portfolio selection.
!!!Overview
Introduction to Integer Quadratic programming and financial planning - the portfolio selection model - asset allocation - constructing the covariance matrix - modelling and interpretation of risk - index tracking - risk and return models - discrete constraints.
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