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Peter Gibson is a Full Professor in the Department of Mathematics and Statistics at York University. His primary research interests lie in the field of Analysis, specifically focusing on applications to inverse problems and one-dimensional scattering in non-smooth media. He employs computational methods in his investigations, exploring topics including acoustic imaging, orthogonal polynomials, and combinatorial differential geometry within the broader context of complex analysis. His work contributes to the sub-disciplines of analysis and pure mathematics, making significant strides in understanding complex mathematical structures and their applications.
Department of Liberal Arts & Professional Studies graduate programs generally follow the Faculty of Graduate Studies (FGS) B+ minimum requirement.