WINASC | WINASC Events & Conferences | WINASC People | WINASC Proceedings

Name | Institution | Research interests |
---|---|---|

Susanne C. Brenner | Louisiana State University | Numerical analysis, finite element methods, multigrid methods, domain decomposition methods |

Vrushali A. Bokil | Oregon State University | Computational electromagnetics, numerical methods for PDEs, mathematical biology and epidemiology |

Camille Carvalho | University of California, Merced | |

Aycil Cesmelioglu | Oakland University | Numerical analysis, partial differential equations, discontinuous Galerkin and finite element methods, fluid flow and multiphysics problems |

Zheng “Leslie” Chen | University of Massachusetts, Dartmouth | High order numerical methods, including discontinuous Galerkin finite element methods, Spectral methods, etc； Numerical methods for kinetic theory, stochastic differential equations, and problems with singularities; Multiscale computational methods; High performance computing |

Yingda Cheng | Michigan State University | Discontinuous Galerkin finite element methods, deterministic numerical methods for kinetic equations, high order numerical methods for Hamilton-Jacobi equations, Sparse grid methods for high-dimensional PDEs |

Gelonia Dent | Brown University | Computational and statistical modeling of applied and social sciences |

Bo Dong | University of Massachusetts Dartmouth | Discontinuous Galerkin methods, HDG methods |

Marina Fischer | Heinrich-Heine-University | |

Brittany Froese | New Jersey Institute of Technology | Numerical analysis, partial differential equations, optimal transport, viscosity solutions, beam shaping, seismology |

Irene M. Gamba | University of Texas at Austin | Applied and computational analysis, mathematical and statistical physics, non-linear kinetic and partial differential equations |

Adrianna Gillman | Rice University | Numerical PDEs, numerical linear algebra, fast direct solvers, fast multipole method |

Sigal Gottlieb | UMass Dartmouth | Numerical Analysis, scientific computing, numerical methods for hyperbolic PDEs: time stepping, strong stability preserving methods, weighted essentially non oscillatory methods |

Jingwei Hu | Purdue University | Numerical methods, fast algorithms, and applied analysis for problems arising in kinetic theory, conservation laws, wave propagations, seismic imaging and seismic data processing |

Baasansuren Jadamba | Rochester Institute of Technology | Numerical analysis of PDEs, parameter identification in biological models, computational optimization, inverse problems, finite element methods, stochastic equilibrium problems, variational inequalities |

Jiahua Jiang | University of Massachusetts Dartmouth | Reduced order modeling, uncertainty quantification, inverse problem, image processing, discontinuous Galerkin methods |

Chiu-Yen Kao | Claremont McKenna College | Shape optimization of eigenvalue problems, numerical methods for nonlinear partial differential equations, math biology, fast sweeping methods, level set methods, scientific computing, and numerical analysis |

Fengyan Li | Rensselaer Polytechnic Institute | Finite element methods, discontinuous Galerkin methods, high order methods for Maxwell equations, MHD equations, Hamilton-Jacobi equations and kinetic models; multi-scale simulations |

Lina Ma | Trinity College | Scientific computing and numerical analysis, computational fluid dynamics, molecular dynamics, complex fluids modeling, coarse-grained models for biological systems, spectral methods, electromagnetic and acoustic scattering, spherical harmonics analysis |

Lin Mu | Oak Ridge National Laboratory | Finite element methods, discontinuous Galerkin methods, weak Galerkin finite element methods, fast solver for numerical partial differential equations |

Minah Oh | James Madison University | Numerical linear algebra, finite element methods, axisymmetric problems |

Sara Pollock | University of Florida | Numerical analysis of PDEs, scientific computing, efficient numerical methods for nonlinear problems, regularization, adaptive finite element methods, goal oriented methods, adaptive multiscale methods |

Jingmei Qiu | University of Delaware | High order methods and multi-scale methods for kinetic and hydrodynamic problems |

Annalisa Quaini | University of Houston | Finite element methods, computational fluid dynamics, multiphysics problems |

Jennifer Ryan | University of East Anglia | Numerical analysis, scientific computing |

Natasha S Sharma | University of Texas at El Paso | Numerical analysis, partial differential equations, mathematical modeling |

Chunmei Wang | Texas Tech University | Numerical partial differential equations, finite element methods and superconvergence, weak Galerkin finite element methods, inverse and imaging problems, nonlinear optimization, high performance computing and domain decomposition |

Li Wang | University of Minnesota | Numerical methods, applied analysis, and mathematical modeling for conservation laws, kinetic theory, quantum mechanics, fluid dynamics and social science |

Anastasia B. Wilson | Augusta University | Numerical methods for porous media flow problems, modeling and analysis of problems in filtration and separations, simulation based optimization |

Mengying Xiao | College of William & Mary | Numerical analysis, partial differential equations, finite element methods |

Jue Yan | Iowa State University | Discontinuous Galerkin finite element methods, positivity-preserving methods for compressible flow, computational methods in biology applications |

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