Welcome to UWSpace
UWSpace is the University of Waterloo's institutional repository for the research and scholarship produced by its faculty, students, and staff. A service of the Library, UWSpace provides researchers with a free, secure, and long-term home for the presentation, dissemination, and preservation of their research and scholarship. By utilizing UWSpace researchers ensure their work achieves compliance with the recently announced Tri-Agency Open Access Policy on Publications.
Visit our UWSpace guide to learn more about submitting your research.
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Communities in UWSpace
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Recently Added
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High Linearity Broadband RF Vector Multiplier for Analog/RF Pre-distortion
(University of Waterloo, 2016-09-23)Wireless communication systems are moving towards a heterogeneous solution, where small-cell base stations such as pico-cells and femto-cells are used concurrently with macro- cell base stations in high data traffic areas. ... -
Spatio-Temporal Patterns in Net Anthropogenic Nitrogen and Phosphorus Inputs Across the Grand River Watershed
(University of Waterloo, 2016-09-23)Over the last century, human activities have dramatically increased the inputs of nitrogen (N) and phosphorus (P) to land, resulting in increased eutrophication of aquatic systems, and degradation of drinking water quality. ... -
Municipal Road Infrastructure Assessment Using Street View Images
(University of Waterloo, 2016-09-23)Road quality assessment is a crucial part in Municipalities' work to maintain their infrastructure, plan upgrades, and manage their budgets. Properly maintaining this infrastructure relies heavily on consistently monitoring ... -
Explications et sensibilité : Le portrait des troubles mentaux dans certains albums illustrés francophones pour enfants
(University of Waterloo, 2016-09-23)Cette thèse propose que l’album illustré joue un rôle déterminant dans l’évolution des représentations socioculturelles des troubles mentaux. Quand la société ne fournit pas d’explications suffisantes pour aider les enfants ... -
Applied Hilbert's Nullstellensatz for Combinatorial Problems
(University of Waterloo, 2016-09-23)Various feasibility problems in Combinatorial Optimization can be stated using systems of polynomial equations. Determining the existence of a \textit{stable set} of a given size, finding the \textit{chromatic number} of ...
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