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SSHRC Awarded IG 2017: The 2007-2009 financial crises, government debt crises in USA and EU have motivated investigation into the following six topics: 1) optimal investment, liability ratio and dividend policies when the external risk is negatively correlated with returns in the financial...
Mathematics and the English Language Learner
Increased immigration and a move for greater inclusion in Canadian English language mainstream classrooms has led to increased numbers of English-Language Learning (ELL) students in our core subject-area secondary mathematics classrooms. The increasing number of ELL students in these classrooms...
SSHRC Awarded IDG 2017: We propose to examine how Science- and Mathematics- textbook authors position themselves in relation to their hopes and challenges. In particular, we are interested in how the material they write might be a force or influence relating to their hopes (and challenges),...
SSHRC Awarded IG 2018: In this proposed research, I provide new economic insights on the trade-offs between efficiency gains and potential social costs in two concrete cases of technological development and new regulation: central bank digital currency (CBDC) and position limits. While these are...
The influence of contextual factors on assistive technology strategies for mathematics learning in students with physical impairmentsDownload
Performance of students with physical impairments in mathematics are often limited because of the use of hands-on strategies using manipulatives (e.g., blocks or Cuisenaire rods) to learn early concepts. Two assistive technology (AT) strategies have been used by students to handle manipulatives,...
In this thesis, we explore the relationship between graphical representations of the 1-dimensional N-extended supersymmetry algebra called Adinkras, compact Riemann surfaces, and quivers. An Adinkra is a graph which was originated in physics to study off-shell representations of the supersymmetry...
SSHRC PEG Awarded 2018: Two in-depth case studies will evaluate use of Lego Mindstorm robots and teaching materials developed specifically for these as math aids, by students with hand-based disabilities, their teachers, and Assistive Technology team. Quantitative data collected will include 1)...
Atkin and Swinnerton-Dyer conjectured a simple characterization of those Fuchsian groups whose modular forms have integral Fourier coefficient. It has a natural and far-reaching generalization, which we will call the vASD conjecture, to vector-valued modular forms. We confirm vASD conjecture for...