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Daniel Kraus is an Assistant Professor in the Department of Mathematics and Statistics at the University of Guelph, having joined the faculty in 2019. He completed his PhD in Mathematics at the University of Buffalo (SUNY Buffalo) in 2014, where his dissertation focused on Vector Nonlinear Schrödinger Systems with Nonzero Boundary Conditions. His areas of research encompass nonlinear waves, pedagogy, and differential equations. Kraus employs nonlinear waves associated with differential equations to model various phenomena, including ocean waves and Bose-Einstein condensates. He utilizes numerical methods to examine these equations, deriving exact solutions through inverse scattering transform techniques. Kraus also engages in pedagogical research that investigates student experiences with different course delivery methods, considering factors such as instructor attitudes, student needs, and performance outcomes. His work aims to enhance the educational environment by utilizing data gathered through student surveys.
University of Guelph • Guelph, ON
Joined faculty and focused on research and teaching in the Department of Mathematics and Statistics.
Brock University • St. Catharines, ON
Worked as an assistant professor, contributing to both teaching and research activities.
SUNY Buffalo • Buffalo, NY
Assisted in teaching and grading, gaining experience in academia.
Department of Clinical Studies. Offers MSc by thesis (2 years) and MSc by coursework (1 year).