Search for tag: "mathematical sciences"

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05:12 From Sharif University of Technology to the… From Sharif University of Technology to the University of Delaware (Farsi)	From Sharif University of Technology to the University of Delaware (Farsi) Navid Mohammad Mirzaei, a 2020 graduate of the PhD in Applied Mathematics program at the University of Delaware (UD), shares his experience as a student in the UD Department of Mathematical Sciences… ud college of arts and sciences university of delaware ud department of mathematical sciences applied mathematics sharif university of technology tehran iran From Christopher Kelley 0 likes 9 plays 0 Department Name UD Department of Mathematical Sciences Department Division Marketing
10:04 Finite-Rank Perturbation Theory and Applications,… Finite-Rank Perturbation Theory and Applications, Michael Bush	Finite-Rank Perturbation Theory and Applications, Michael Bush Perturbation theory deals with tracking how the properties of a mathematical object evolve as input parameters are varied. The main usage of the tools of perturbation theory in application is to… mathematical sciences mikebush@udel.edu perturbation operators spaces of functions differential equation string conditions eigenvalues talk apple sort piece eigenfunctions object operator box function rank perturbations particle equation functions pictures eigenvalue From Lauren Mosesso 0 likes 9 plays 0 Department Name Mathematical Sciences
11:29 Analysis and Simulation of a Novel Run-and-Tumble… Analysis and Simulation of a Novel Run-and-Tumble Model with Autochemotaxis, Nicholas Russell	Analysis and Simulation of a Novel Run-and-Tumble Model with Autochemotaxis, Nicholas Russell We model, analyze, and simulate a novel run-and-tumble model with autochemotaxis, biologically inspired by the phytoplankton, Heterosigma akashiwo. Developing a fundamental understanding of… mathematics modeling collective behavior plankton nrussell@udel.edu mathematical sciences chemical function thing distribution aggregation delta light model variation structure gradient switch lot f1 f2 linear aggregations change intensity From Lauren Mosesso 0 likes 6 plays 0 Department Name Mathematical Sciences