6 rows · PhD Theses Julian Rennert. Quasi-Hopf Symmetry in Loop Quantum Gravity with Cosmological Estimated Reading Time: 40 secs 28 rows · Numerical methods and studies of parabolic problems, operator splitting, and adaptive mesh PhD Theses in Mathematics. Here is a list of PhD theses in mathematics, sorted by the year of the defence. Lindberg, Johan: Localic Categories of Models and Categorical Aspects of Intuitionistic Ramified Type Theory. Nicklasson, Lisa: Around minimal Hilbert series problems for graded algebras
Recent PhD Theses - Applied Mathematics | Applied Mathematics | University of Waterloo
Skip to main content. You are here Home Research Ph. Barger A Partial Differential Equation Approach to Three Problems in Finance: Barrier Option Pricing, Optimal Asset Liquidation and Insider Trading Matthew Lorig Kathleen P. Champion From data to dynamics: discovering governing equations from data Nathan Kutz Samuel H. Cayco Gajic Coordinated Neural Activity: Mechanistic Origins and Impact on Stimulus Coding Eric Shea-Brown Kathleen M.
Curtius Multiscale Modeling of Esophageal Adenocarcinoma Georg Luebeck Mikala C. Johnson Self-Optimizing Metamaterial Antennas Nathan Kutz Pedro D. Maia Mathematical Modeling of Focal Axonal Swellings Arising in Traumatic Brain Injuries and Neurodegenerative Diseases Nathan Kutz Natalie E. Sheils Interface Problems Using the Unified Transform Method Bernard Deconinck Olga Trichtchenko On the Instability of Water Waves with Surface Tension Bernard Deconinck Meng-Huo Chen Analysis of an Aggregation-based Algebraic Multigrid Method and its Parallelization Anne Greenbaum Yu Hu Collective Activity in Neural Networks: the Mathematical Structure of Connection Graphs and Population Codes Eric Shea-Brown Jihwan Kim Finite Volume Method for Tsunamis Generated by Submarine Landslides Randall LeVeque Guillaume Lajoie On Driven Neural Assemblies: Synchrony, Chaos and Entropy Eric Shea-Brown Jacob R.
Grosek Robust Real-Time Image Processing Through Dynamic Mode Decomposition Nathan Kutz Christopher R. Jones Single-column and mixed-layer model analysis of subtropical stratocumulus response mechanisms relevant to climate change Christopher Bretherton Grady I. Lemoine Numerical Modeling of Poroelastic-Fluid Systems Using High-Resolution Finite Volume Methods Randall LeVeque Russell C, phd thesis applied mathematics.
Rockne Patient-Specific Mathematical Radiation Oncology Kristin Swanson Thomas D. Jie Sun On Monotropic Piecewise Quadratic Programming Network, Algorithm, Convex Programming, Decomposition Method. LinkedIn Mailing List YouTube News Feed. A Proximal Quasi-Newton Trust-Region Method for Nonsmooth Regularized Optimization.
Asymptotic Behaviors and Perturbation Analysis of Stochastic Dynamics and Applications to Complex Systems. Optimization Formulations and Algorithms for Cancer Therapy. Revealing structure in trained neural networks through dimensionality based methods. Wavelet-spectral analysis and large-eddy simulation using neural networks of droplet-laden decaying isotropic turbulence. Generalized Matrix-fractional Functions and Their Applications.
Mathematical Analysis of Host—Parasitoid Dynamics, phd thesis applied mathematics. Time Step Sensitivity and Process Coupling in Climate Models. Data-driven discovery and model reduction of complex systems. Stability of solutions of integrable partial differential equations.
On the Riemann-Hilbert approach to the numerical solution of boundary-value problems for evolution partial differential equations. Phd thesis applied mathematics Optimization Methods with Applications to Portfolio Selection and Hybrid Systems, phd thesis applied mathematics.
A Partial Differential Equation Approach to Three Problems in Finance: Barrier Option Pricing, Optimal Asset Liquidation and Insider Trading. From data to dynamics: discovering governing equations from data. Computational methods for system identification and data-driven forecasting. Algorithm design for nonconvex and nonsmooth phd thesis applied mathematics and its applications.
Polynomial-Based Methods for Time Integration. Data-Driven Sensor Placement Methods, phd thesis applied mathematics. Multiscale Techniques for Nonlinear Dynamical Systems: Applications and Theory. Some Problems in Stochastic Dynamics and Statistical Analysis of Single-Cell Biology of Cancer. Stochastic Dynamics: Markov Chains, Random Transformations and Applications.
This Brain is a Mess: Inference, Random Graphs, and Biophysics to Disentangle Neuronal Networks. On neural encoding: its estimation, application, and development. Irreversibility in Stochastic Dynamic Models and Efficient Bayesian Inference. Phd thesis applied mathematics modeling of paracrine PDGF-driven glioma growth and invasion. High order shock capturing methods with compact stencils for use with adaptive mesh refinement and mapped grids.
Uncertainty quantification problems in tsunami modeling and reduced order models for hyperbolic partial differential equations. Data assimilation problems in glaciology. On computing shape: a study of the neural processes concerning naturalistic boundary conformation within the ventral visual pathway.
Energy and Charge Transfer in Open Plasmonic Systems. The stability and instabilities of stationary solutions to the nonlinear Schroedinger and sine-Gordon equation. Integrating Data-Driven Methods in Nonlinear Dynamical Systems: Control, Sparsity, and Machine Learning. Dynamic, convex, and robust optimization with Bayesian learning for response-guided dosing. Machine learning and data decompositions for complex networked dynamical systems.
Dimensionality hyper-reduction and machine learning for dynamical systems with varying parameters. Stochastic Modeling of Reversible Biochemical Reaction-Diffusion Systems and High-Resolution Shock-Capturing Methods for Fluid Interfaces.
Coordinated Neural Activity: Mechanistic Origins and Impact on Stimulus Coding. Multiscale Modeling of Esophageal Adenocarcinoma. Self-Optimizing Metamaterial Antennas. Mathematical Modeling of Focal Axonal Swellings Arising in Traumatic Brain Injuries and Neurodegenerative Diseases.
Interface Problems Using the Unified Transform Method. On the Instability of Water Waves with Surface Tension. Analysis of an Aggregation-based Algebraic Multigrid Method and its Parallelization, phd thesis applied mathematics. Collective Activity in Neural Networks: the Mathematical Structure of Connection Graphs and Population Codes. Finite Volume Method for Tsunamis Generated by Submarine Landslides. On Driven Neural Assemblies: Synchrony, Chaos and Entropy.
Robust Real-Time Image Processing Through Dynamic Mode Decomposition. Phd thesis applied mathematics and mixed-layer model analysis of subtropical stratocumulus response mechanisms relevant to climate change.
Numerical Modeling of Poroelastic-Fluid Systems Using High-Resolution Finite Volume Methods, phd thesis applied mathematics. Patient-Specific Mathematical Radiation Oncology. Riemann-Hilbert Problems, Their Numerical Solution and the Computation of Nonlinear Special Functions.
Value function approximation methods for Linearly-solvable Markov Decision Process. Geographic Range Shifts under Climate Warming. Probabilistic, Statistical, and Dynamical Models of Neural Decision Making.
Vortex Dynamics of Geostrophically Adjusted Density Perturbations in Stratified, Incompressible Fluids. Optimal Vaccine Allocation for Pandemic Influenza. Some Boundary-Value Problems for Water Waves. Exploiting Low Dimensionality in Nonlinear Optics and Other Physical Systems. ETG-ETL Portfolio Optimization. Climate Response to Solar Variation: Cyclic and Secular. The Origin of Noise-Induced Phenomena: A Mathematical Analysis of Mesoscopic Chemical and Biochemical Dynamics. Numerical methods and studies of parabolic problems, operator splitting, and adaptive mesh refinement.
Mathematical modeling of cochlear implants phd thesis applied mathematics from single neurons to psychoacoustics. Modeling High-Energy Temporal and Spatial Mode-Locking. On the Behavior of the Entropy Production Rate of a Diffusion Process in Nonequilibrium Steady State. Renormalization Group Methods in Applied Mathematics.
Mathematical Models for Molecular Motors. Finite Volume Methods for the Multilayer Shallow Water Equations with Applications to Storm Surges. The Coupled Process and its Applications in Cellular Molecular Biology. High-resolution Finite Volume Methods for Extracorporeal Shock Wave Therapy, phd thesis applied mathematics.
A mathematical framework for spatiotemporal optimality in radiotherapy. A study of several numerical methods for the Boltzmann transport problems. Mixed-Layer Models and Large-Eddy Simulations of Stratocumulus-Topped Marine Boundary Layers: Their Nonlinear Dynamics and Sensitivity to Cloud Droplet Concentration.
Exact phd thesis applied mathematics approximate methods for computing the spectral stability of traveling-wave solutions. Steady State Analysis of Chemical Reaction Systems. Stochastic multi-scale modeling of carcinogenesis. High Order Strong Stability Preserving Time Integrators and Numerical Wave Propagation Methods for Hyperbolic PDEs. Nonlinear Stability in Integrable Hamiltonian Systems, phd thesis applied mathematics.
Stability of periodic surface gravity water waves. Theory of Random Networks and Their Applications. Mesoscopic dynamics of biochemical kinetic phd thesis applied mathematics. Modeling the stability and dynamics of phd thesis applied mathematics fiber lasers. Optimization-based Analysis of Rigid Mechanical Systems with Unilateral Contact and Kinetic Friction.
The dynamics of simple predator-prey models with Holling functional responses.
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, time: 9:03Ph.D. Dissertations | Department of Applied Mathematics | University of Washington
PhD Theses in Mathematics. Here is a list of PhD theses in mathematics, sorted by the year of the defence. Lindberg, Johan: Localic Categories of Models and Categorical Aspects of Intuitionistic Ramified Type Theory. Nicklasson, Lisa: Around minimal Hilbert series problems for graded algebras Applied Mathematics Theses and Dissertations. This collection contains theses and dissertations from the Department of Applied Mathematics, collected from the Scholarship@Western Electronic Thesis and Dissertation Repository. Follow. Theses/Dissertations from PDF 28 rows · Numerical methods and studies of parabolic problems, operator splitting, and adaptive mesh
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