Colloquium
- Alex Townsend, Department of Mathematics, Cornell UniversityThe art and science of low-rank techniquesMatrices and tensors that appear in computational mathematics are so often well-approximated by low-rank objects. Since random
- Habib Ammari, Department of Mathematics, Eidgenössische Technische Hochschule Zürich, SwitzerlandFunctional analytic methods for discrete approximations of subwavelength resonator systemsIn this lecture, the speaker will review mathematical and
- Bard Ermentrout, Department of Mathematics, University of PittsburghPhase in Space: Spatiotemporal dynamics of nonlocally coupled oscillatorsThe ability of neuroscientists to record large regions of the brain at high temporal resolution has
- Lexing Ying, Department of Mathematics, Stanford UniversityProny's method, analytic continuation, and quantum signal processingProny's method is a powerful algorithm for identifying frequencies and amplitudes from equally spaced signals. It is
- Nathan Kutz, Department of Applied Mathematics, University of WashingtonThe Future of Governing EquationsMachine learning and AI algorithms are transforming a diverse number of fields in science and engineering. This is largely due their success in
- Bryan Quaife, Department of Scientific Computing, Florida State UniversityThe Role of Permeability in BiomembranesBiomembranes permeate small molecules into a cell while not allowing large molecules to pass through. Even in the absence of osmolarity
- Enkeleida Lushi, Department of Mathematics, New Jersey Institute of Technology (NJIT)Models and simulations of micro-swimmer motion in complex confinementMany micro-swimmers (e.g.bacteria, algae, spermatozoa, active colloids) live and move in
- Carlos Perez Arancibia, Department of Applied Mathematics, University of Twente, The NetherlandsDensity Interpolation Methods for Boundary Integral EquationsBoundary integral equation (BIE) methods are powerful techniques to solve linear partial
- Leonid Berlyand, Department of Mathematics, Penn State UniversityAsymptotic Stability in a free boundary model of cell motionWe introduce a free boundary model of the onset of motion of a living cell (e.g. a keratocyte) driven by myosin contraction
- Larry Abbott, Mortimer B. Zuckerman Mind Brain Behavior Institute, Columbia UniversityHow flies do vector computationsMany tasks, especially those associated with movement and navigation, require the manipulation of vectors. I will describe