Applied mathematics.
Overview
Works: | 93 works in 7 publications in 7 languages |
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Titles
From nano to space :applied mathematics inspired by Roland Bulirsch /
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Excel 2013 for engineering statisticsa guide to solving practical problems /
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Currents in industrial mathematicsfrom concepts to research to education /
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Synchronization of coupled dynamical systems on Cayley and random graphs.
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Studies in microfluidics: Electrolyte film stability and droplet evaporation dynamics.
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Functionality, Robustness and Control of Nonlinear Network Dynamics: Modeling and Understanding the C. elegans Connectome.
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A constrained optimization model for partitioning students into cooperative learning groups.
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Krylov Subspace Spectral method with multigrid for a time-dependent, variable-coefficient partial differential equation.
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A New Method for Modeling Free Surface Flows and Fluid-Structure Interaction with Ocean Applications.
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Graph diffusions and matrix functions: Fast algorithms and localization results.
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Modeling, Analysis, and Simulation of Adsorption in Functionalized Membranes.
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A model and analysis for the onset and progression of Parkinson's disease.
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The Immersed Boundary Smooth Extension (IBSE) Method: A Flexible and Accurate Fictitious Domain Method, and Applications to the Study of Polymeric Flow in Complex Geometries.
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Three Essays on Complex Systems: Self-sorting in a One-Dimensional Gas, Collective Motion in a Two-Dimensional Ensemble of Disks, and Environment-Driven Seasonality of Mosquito Abundance.
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Uncertainty Quantification Problems in Tsunami Modeling and Reduced Order Models for Hyperbolic Partial Differential Equations.
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Low-Communication, Parallel Multigrid Algorithms for Elliptic Partial Differential Equations.
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Post-Quantum Cryptography with Quasi-Cyclic Moderate-Density Parity-Check Codes.
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Phase Field Models of Two-Fluid Flow in a Capillary Tube and Hele-Shaw Cell.
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Mixing Monte Carlo and Partial Differential Equation Methods for Multi-Dimensional Optimal Stopping Problems under Stochastic Volatility.
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Stochastic Processes on Graphs: Learning Representations and Applications.
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Applications of Fixed Point Theory to Distributed Optimization, Robust Convex Optimization, and Stability of Stochastic Systems.
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Modeling Collective Motion of Complex Systems using Agent-based Models and Macroscopic Models.
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Advanced Solver Development for Large-scale Dynamic Building System Simulation.
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Counting statistics for dependent random events :with a focus on finance /
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Deep Learning with Application in Disease Prediction and Precipitation Forecasting.
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Collision-Free Task Assignment and Trajectory Planning for Multi-Robot Systems.
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Computational Analysis of Deformable Manifolds: From Geometric Modeling to Deep Learning.
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Nonlinear Feedback Controllers and State Estimators: Theory Applications, and Real-time Implementation.
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Numerical Approaches for Advection-Diffusion Equations Without and with an Interface.
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Recurrent Neural Network Architectures for Sequence Classification and Explanation.
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Model-based and Machine Learning-based Control of Biological Oscillators.
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Estimation and Control of Nonlinear Systems: Model-Based and Model-Free Approaches.
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Understanding the Spatiotemporal Spread of Infectious Diseases Using Mathematical and Statistical Models and Methods of Data Analytics.
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A Neural Network-Augmented Bayesian Approach to Uncertain Parameter Estimation in Nonlinear Dynamic Systems.
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Dynamics and Transport of Filaments and Elongated Particles in Fluid Flows.
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On Approximating Solitary Wave Solutions for the Classical Euler Equations.
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Quantification of Reynolds-Averaged-Navier-Stokes Model Structural Hypothesis Uncertainty in Transitional Boundary Layer and Airfoil Flows.
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Applications of Deep Learning in Time Series Forecasting and Modeling Nonlinear Partial Differential Equations.
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Genuinely Multi-Dimensional, Maximum Taylor Discontinuous Galerkin Schemes for Solving Linear Hyperbolic Systems of Conservation Laws.
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Graph Related Data Analysis and Neural Network Based Partial Differential Equations Solver.
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Hamiltonian Shocks and Other Singular Fronts in Hyperbolic Systems of Conservation Laws.
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Study on Systems of Nonlinear Conservation Laws Arising in Chemotaxis and Traffic Flow.
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Dissipative Intermittent Euler Flows Satisfying the Local Energy Inequality.
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Two-Phase Wave Interactions and Periodic Wavemaker Problem in Dispersive Hydrodynamics.
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