Optimal Pricing via Mathematical and Bilevel Programming
Dr. Patrice Marcotte , Universtié de Montréal & Dr. Gilles Savard , École Polytechnique
Mathematical and Statistical Methods for Financial Modelling and Risk Management
[url=mailto:jean.marie.dufour@umontreal.ca]Dr. Jean-Marie Dufour[/url] , Université de Montréal
This project deals with the mathematics of risk modeling and resource management. Using mathematical and statistical methods, the team develops new tools to help the financial services industry make better decisions about when to trade and at what price based on the available financial data. During the past year, the team focused on the development of statistical methods for measuring volatility and assessing asset pricing models in financial markets.
[url=http://www.lacaisse.com/]Caisse de dépôt et placement du Québec[/url]
[url=http://www.bdc.ca/fr/home.htm?cookie%5Ftest=2]BDC[/url]
Multi-format Environmental Information Dissemination
Dr. Guy Lapalme, Université de Montréal
This project will explore new ways of customizing and translating the mass of daily information produced by Environment Canada (EC). This information in digital format is later transformed into weather and environmental forecasts, warnings and alerts that must be broadcast in real-time in at least two languages, in many different formats and in a way that takes location into account.
Statistical Methods for Complex Survey Data
Dr. Changbao Wu, University of Waterloo
Mathematics of Computer Algebra and Analysis
Dr. Michael Monagan, Simon Fraser University & Dr. George Labahn, University of Waterloo
Computer algebra systems such as Maple compute using mathematical formulae as well as numbers, mechanizing the mathematics used in education and research labs. This project focuses on the design and implementation of algorithms for these systems. Emphasis is placed on efficiency that allows large and complex problems of the type encountered in industrial settings to be solved. In the past year the team has made major advances in the core tools that are needed to solve these complex problems.
High Performance Optimization: Theory, Algorithm Design and Engineering Applications
Dr. Anthony Vannelli, University of Guelph & Dr. Miguel F, Anjos, University of Waterloo
Due to the explosive growth in the technology for manufacturing integrated circuits, modern chips contain millions of transistors. Using sophisticated optimization algorithms, it is possible to achieve notable increases in the performance of the chips, reduce the manufacturing costs, and produce faster, cheaper computing for society. Thus, the objective of this project is to enhance the solution of large-scale optimization problems arising in these applications.
Modelling and Mining of Networked Information Spaces
Dr. Jeannette Janssen , Dalhousie University & Dr. Evangelos Milios , Dalhousie University
