A conference on numerical analysis and scientific computing
for graduate students and postdocs from the Mid-Atlantic region.

Ilse Ipsen,
## Randomized Algorithms for Matrix Computations |

This one-day meeting will start at 10am to allow same-day travel.

It will be held in Room 617
Wachman Hall,
Temple University, 1805 North Broad street, just north of Montgomery Avenue.

It will be an opportunity for graduate students and postdocs to
present their research, and to meet other researchers.

There will be contributed talks and a poster session.

There will be no registration fee.
In order to guarantee appropriate space in the lecture rooms,
we ask every participant to please register in advance,
even if you are not planning to give a talk.

Lunch will be provided.

You can download a conference announcement poster.

If you would like to participate (in any form), please register using the
online registration form.

The deadline for the submission of abstracts is October 1, 2017.
Registration for "participation only" can be done at any time.

9:15- 9:50 | Registration and breakfast (provided) |

9:50-10:00 | Opening remarks |

10:00-11:00 | Presentations (Discontinuous Galerkin) |

11:00-11:15 | Coffee Break |

11:15-12:15 | Presentations (Analysis of Numerical Methods for PDEs) |

12:15-13:30 | Posters and lunch (provided) |

13:30-14:30 | Keynote lecture (Ilse Ipsen) |

14:30-14:45 | Coffee break |

14:45-15:45 | Presentations (Numerical Linear Algebra and Optimization) |

15:45-16:00 | Coffee break |

16:00-17:20 | Presentations (Numerical Schemes and Applications) |

17:20-17:30 | Closing remarks |

18:00-20:00 | Group dinner (attendance optional) |

Discontinuous Galerkin | |||
---|---|---|---|

Tonatiuh | Sanchez-Vizuet | New York University | An HDG solver for the Grad-Shafranov equation: the fixed-boundary problem |

Shukai | Du | University of Delaware | A new HDG projection and its applications |

Xiaofeng | Cai | University of Delaware | A high order semi-Lagrangian discontinuous Galerkin method for Vlasov-Poisson simulations without operator splitting |

Analysis of Numerical Methods for PDEs | |||

Lise-Marie | Imbert-Gerard | New York University | Pseudo-spectral methods on surfaces of genus one |

Kevin Andrew | Williamson | University of Maryland Baltimore County | A-posteriori error estimation and mesh refinement for the Stokes-Brinkman problem |

Christian | Glusa | Sandia National Laboratories | Adaptive FEM for the fractional Laplacian: a-priori and a-posteriori error estimates, efficient implementation and multigrid solver |

Numerical Linear Algebra and Optimization | |||

Jose | Garay | Temple University | Asynchronous optimized Schwarz method for Poisson's equation in rectangular domains |

Jimmy | Vogel | Purdue University | Hierarchical matrices and control systems |

Azam | Asl | New York University | Failure of the gradient method on nonsmooth functions |

Numerical Schemes and Applications | |||

Kevin | Aiton | University of Delaware | A 2D partition of unity adaptive refinement Chebyshev polynomial method |

Seye | Adekanye | Howard University | Attaining dynamical consistency using nonstandard finite difference (NSFD) schemes |

Thomas | Brown | University of Delaware | Optimal control of transient waves in piezoelectric media |

Yingxiang | Zhou | University of Delaware | Inference of transition rates in a birth-death chain from conditional extinction times |

Jiajie | Chen | University of Delaware | A new type of semi-Lagrangian WENO scheme with applications in Vlasov and incompressible Euler simulations |

Samuel Eskridge | Cogar | University of Delaware | Modified transmission eigenvalues in inverse scattering theory |

Hasan | Eruslu | University of Delaware | Numerical analysis of viscoelastic wave models |

Wei | Guo | Texas Tech University | A sparse grid discontinuous Galerkin method for the transport simulations |

Jacob | Jacavage | University of Delaware | A nonconforming saddle point least squares approach for elliptic interface problems |

Arkadz | Kirshtein | Penn State University | Energetic variational approach to multi-component flows |

Kathryn | Lund | Temple University | Block harmonic methods for matrix functions |

Giordano | Tierra | Temple University | On mixtures of nematic-isotropic flows with anchoring and stretching effects |

Dong | Zhou | Temple University | Order reduction in Runge-Kutta schemes for initial boundary value problems |

Please feel free to contact us for information on accommodation.

Email: naday -at- temple.edu

Benjamin Seibold and Daniel B. Szyld

Sponsored by the Department of Mathematics, the College of Science and Technology, and the Graduate School, Temple University.

Click on each image for closeup.

NA-Day 2016

NA-Day 2015

NA-Day 2014

NA-Day 2013

NA-Day 2012

NA-Day 2011