Nonlinear projection methods for prediction of trends in cancer incidence and mortality

Main aim of this project is to develop a prediction model for cancer projection, with detailed information regarding incidence, mortality and other measures of cancer burden for the most common types of cancer, presented by age, sex, time and geographic locations. These data can help stimulate new research as well as assist decision-making and priority-setting at the individual, community, provincial/territorial and national levels.

Nonlinear projection methods for prediction of trends in cancer incidence and mortality

Main aim of this project is to develop a prediction model for cancer projection, with detailed information regarding incidence, mortality and other measures of cancer burden for the most common types of cancer, presented by age, sex, time and geographic locations. These data can help stimulate new research as well as assist decision-making and priority-setting at the individual, community, provincial/territorial and national levels.

Developing forward curve models for power risk management

When a company has excess power generation at its disposal, a natural course of action will be to seek to market that power. However, power markets are notoriously volatile, and this makes the cash flows that result from selling the power unpredictable and hard to plan for. The aim of this project is to help develop models for power forward prices that can be used to help manage this risk.

Merging calculus learning with mobile devices: calculus practice app

This project will partner a student intern in graduate mathematics with the development team at Mathtoons Media Inc., an educational technology company in the business of creating mobile learning applications. Learning and academic practice is migrating away from traditional textbooks and webwork and toward mobile devices. The varying physical constraints of these devices post a significant challenge to the creators of mobile digital math practice applications.

A system dynamics model of the continuum of care for HIV

Operations Research — often referred to as the “Science of Better” — uses Mathematics to improve the efficiency of everything from the operation of airlines to hospitals. In collaboration with the BC Centre for Excellence in HIV/AIDS at St. Paul’s Hospital and Merck Frosst, this project will use Operations Research to improve the treatment and care of HIV/AIDS patients in British Columbia. The delivery of care to HIV/AIDS patients is a complex process.

Risk minimizing hedging strategy of variable annuity guarantees under stochastic interest rates

A hedge is an investment position intended to offset potential losses, or in our case to pay off potential liabilities. Interest rates play an important role in hedging strategies and risk management for variable annuities and other long-term products. Financial institutions have an urgent need for practical and affordable dynamic hedging strategies. We propose a realistic interest rates model and the so-called risk minimization hedging strategy.

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