B
Brad Bass
Researcher at Environment Canada
Publications - 9
Citations - 235
Brad Bass is an academic researcher from Environment Canada. The author has contributed to research in topics: Climate change & Downscaling. The author has an hindex of 5, co-authored 9 publications receiving 227 citations. Previous affiliations of Brad Bass include University of Regina.
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Journal ArticleDOI
Incorporation of Inexact Dynamic Optimization with Fuzzy Relation Analysis for Integrated Climate Change Impact Study
TL;DR: The FRA method provides a viable means for synthetic analysis of general climate change impact pattern based on the IDO outputs and is helpful for obtaining insight into the interrelations between different system components.
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Development of an optimization model for energy systems planning in the Region of Waterloo
TL;DR: Results indicate that UREM can help tackle dynamic and interactive characteristics of the energy management system in the Region of Waterloo and can address issues concerning cost-effective allocation of energy resources and services.
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Incorporating Climate Change into Risk Assessment Using Grey Mathematical Programming
Brad Bass,Guohe Huang,Joe Russo +2 more
TL;DR: In this paper, grey mathematical programming is used for risk assessment in a hop, skip and jump formulation of a hop-and-jump formulation of an agricultural expansion in the Mackenzie River Basin.
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Editorial: Climate Change and Variability, Uncertainty and Decision Making
Greg M. Paoli,Brad Bass +1 more
TL;DR: In this paper, the incorporation of uncertainty into the decision making process is described, and the authors discuss climate change and decision-making in the economic and political sector, as well as the role of uncertainty in decision making.
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Combination of Differentiated Prediction Approach and Interval Analysis for the Prediction of Weather Variables Under Uncertainty
Jun Xia,Guo H. Huang,Brad Bass +2 more
TL;DR: In this article, a differentiated prediction model (DPM) was combined with an interval analysis approach for the prediction of weather variables under uncertainty, and the predicted intervals for temperature and precipitation appear to contain most of the relevant observed values.