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University of Toronto | Downtown Toronto University of Toronto Harbord, Ontario | Canada | 3 months ago
Instructional Assistant - MAT402H5S Classical Geometries. Euclidean and non-Euclidean plane and space geometries. Real and complex projective space. Models of the hyperbolic plane. Connections with the geometry
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: The successful candidate must hold a completed diploma or master’s degree in mathematics Knowledge of and experience in computer algebra and algorithmic algebraic geometry International experience Enthusiasm
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geometries. Two approaches may be considered, considering re-entrant circuit as periodic solutions of the monodomain equations, or as minimal geodesic loops in a Riemannian manifold. Approach 1: Search
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departmental research interests (geometry, algebra and number theory, low-dimensional geometry, functional analysis, combinatorics, and applied math) are valued. Initial appointment is for 24 months, effective
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machine components. • Application of modern measurement methods, including 3D scanning, for geometry inventory, deformation analysis, numerical model validation, and diagnostics of machine components
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31784BR Mathematics Position Overview The University of Kansas seeks a Visiting Assistant Professor in Geometry in the Department Mathematics to begin 8/18/2026. This is a non-tenure track, limited
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presenting the results of research and creative activities experience with inventive drawing and using sketching in the design process, knowledge of descriptive geometry experience in university environments
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) geometry and computer vision, (ii) medical image analysis, and (iii) machine learning and artificial intelligence. The group has extensive experience in both fundamental research and applied collaborations
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cavities, which define a photonic lattice. By modifying the geometry of the photonic resonators, the density of states can be engineered to display Dirac points, van Hove singularities, flat bands, etc
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of transformations are mathematically justifiable. To address this limitation, an alternative IRT framework based on non‑Euclidean geometry will be studied. In this approach, the ability arises naturally by measuring