Andrew Heunis
Website
Andrew HeunisControl Systems Group
Biography summary
Andrew Heunis is a Professor in the Department of Electrical and Computer Engineering and cross-appointed to Statistics and Actuarial Sciences at the University of Waterloo.
Professor Heunis currently has research interests in stochastic algorithms, system identification, nonlinear filtering and stochastic differential equations. He has published journals with the Society for Industrial and Applied Mathematics and IEEE, as well as various PDF texts.
Research interests
- Communication Systems
- Information Systems
- Stochastic algorithms
- System identification
- Nonlinear filtering
- Stochastic differential equations
Education
- 1984, Doctorate, PhD, Imperial College of Science & Technology
- 1978, Master's, MSc, Imperial College of Science & Technology
- 1978, Bachelor's, BSc, University of the Witwatersrand, Johannesburg
Selected/recent publications
- Heunis, Andrew J, Quadratic minimization with portfolio and terminal wealth constraints, Annals of Finance, 11(2), 2015, 243 - 282
- Heunis, Andrew J, Utility Maximization in a Regime Switching Model with Convex Portfolio Constraints and Margin Requirements: Optimality Relations and Explicit Solutions, SIAM Journal on Control and Optimization, 53(4), 2015, 2608 - 2656
- Donnelly, Catherine and Heunis, Andrew J, Quadratic risk minimization in a regime-switching model with portfolio constraints, SIAM Journal on Control and Optimization, 50(4), 2012, 2431 - 2461
- Labbé, Chantal and Heunis, Andrew J, Conjugate duality in problems of constrained utility maximization, Stochastics: An International Journal of Probability and Stochastics Processes, 81(6), 2009, 545 - 565
- Heunis, Andrew J and Lucic, Vladimir M and others, On the Innovations Conjecture of Nonlinear Filtering with Dependent Data, Electronic Journal of Probability, 13, 2008, 2190 - 2216
Graduate studies
- Currently considering applications from graduate students. A completed online application is required for admission; start the application process now.