Programme - NAHOMcon19

On Sunday, June 2, there will be a reception from 17.00-19.00 at the conference site. There will also be an opportunity to register at that time.

Download the book of abstracte here in pdf format

NAHOMCon 2019 Schedule
	Sunday	Monday	Monday	Monday	Tuesday	Tuesday	Tuesday	Wednesday	Wednesday	Wednesday
Welcome (8-8:30am)
Morning Session
Plenary (8:30-9:30am)			Templo Mayor Room			Templo Mayor Room			Templo Mayor Room
		Session Chair: Wai Sun Don	Chi-Wang Shu	Optimal energy- conserving discontinuous Galerkin methods for wave equations	Session Chair: Anders Petersson	Tzanio Kolev	Scalable High- Order Finite Elements for Compressible Hydrodynamics	Session Chair: Cathy Mavriplis	Adrianna Gillman	An eﬃcient and high order accurate direct solution technique for variable coeﬃcient elliptic partial diﬀerential equations
Coﬀee Break (9:30-10am)
Morning Parallel Sessions (10am-12pm)		Aztlan Room	Templo Mayor Room	Tehuanco Room	Aztlan Room	Templo Mayor Room	Tehuanco Room	Aztlan Room	Templo Mayor Room	Tehuanco Room
Session Chair is the 1st speaker		Jesse Chan, Modal formulations of entropy stable discontinuous Galerkin methods	Jan Nordström, Stable and Accurate Filtering Procedures	Manuel Mefia, A Particle Tracking Methodology for Spectral High Order Element Methods in Nektar++	Catherine Mavriplis, A Parallel High Order hp- Adaptive Discontinuous Galerkin Solver for Incompressible Flow	Jean-Luc Guermond, Invariant domain preserving approximation of hyperbolic systems: beyond second- order	Ketan Mittal, Overlapping Schwarz Based Spectral Element Method for Incompressible Flow in Complex Domains	Will Pazner, Eﬃcient Matrix- Free Iterative Solvers for Very High-Order Finite Element Discretizations	Sigal Gottlieb, Designing Time Filters Using a General Linear Method Approach	David C. Seal, High order multiderivative time integrators
		Tamas Horvath, Energy stable higher order space- time hybridizable and embedded discontinuous Galerkin methods for incompressible flows	Jialin Lou, Entropy Stable Spectral Collocation Schemes for the 3- D Navier- StokesEquations on Dynamic Unstructured Grids	Mingchang Ding, Eﬃcient and highly accurate semi- Lagrangian discontinuous Galerkin method for convection- diﬀusion problems	Reza Abed, Adaptive Space- Time Discontinuous Galerkin Methods for Solutions of Steady and Transient Partial Diﬀerential Equations	Luke D’Aquila, High-Order Shock Fitting Using a Discontinuous Galerkin Method	Philip Roe ,Designing CFD Algorithms for Bandwidth	Andrés M. Rueda- Ramírez, A Time- Implicit Static Condensation Scheme for High- Order Discontinuous Galerkin Spectral Element Methods with Gauss-Lobatto Points	Dong Zhou, Diagonally-implicit Runge-Kutta Schemes Devoid of Order Reduction	Philipp Öﬀner, Error Boundedness of Discontinuous Galerkin Methods with VariableCoeﬃcients
		Ayaboe Edoh, Provably Conservative and Energy-Stable Finite Diﬀerence Dissipation Operators with Spectral Tunability	Longfei Gao, Combining finite element and finite diﬀerence methods for isotropic elastic wave simulations in an energy- conserving manner	Som Dutta, Eﬃcient Lagrangian Particle Tracking in High-Order CFD in Complex Geometries	Andrés Mauricio Rueda-Ramírez, An Unsteady and Anisotropic p- Adaptation Method Based on Truncation Error Estimations for High-Order Discontinuous Galerkin Schemes	Giacomo Castiglioni, Shock- Wave Boundary Layer Interactions Simulations with a Implicit Discontinuous Spectral/hp Element Method	Pratik Das, A numerical framework for high- fidelity simulations of vaporizing aluminum droplets in shocked flows	Shuai Jiang, Uniform Substructuring Preconditioners for High Order FEM on Triangles and The Influence of Nodal Basis Functions	Zachary J. Grant, Implicit and Explicit Parallel Across Method Error Inhibiting Schemes	Fortino Garcia, WaveHoltz: Iterative Solution of the Helmholtz Equation via the Wave Equation
		Lu Zhang, An Energy-Based Discontinuous Galerkin Method with Galerkin Diﬀerence Basis for Second-Order Wave Equations	Wai Sun Don, Entropy Stable Discontinuous Galerkin Method for Shallow Water Equation	Siddhartha Bishnu, Solving a Reduced Ocean Model Using High Order Spectral Element and Finite Volume Methods	David Wells, Using p-Refinement to Increase Boundary Derivative Convergence Rates	Theodoros Diamantopoulos, Multi-level static condensation for the simulation of Internal Solitary Waves over an actual bathymetry	Satyvir Singh, High-Order Modal Discontinuous Galerkin Method with Applications for Quantum Boltzmann Transport Equation	Mingyu Hu, Taming the CFL number for Discontinuous Galerkin Methods by Local Exponentiation: Numerical Examples	Jay M. Appleton, High-Order Continuous Triangular Finite Element Explicit Time Stepping via a Twisted Mass- Matrix Inversion Scheme	Hector Ceniceros, Order adaptive methods for polymer self- consistent field theory
		Juan Manzanero, A free-energy stable nodal discontinuous Galerkin approximation with summation-by- parts property for the Cahn-Hilliard equation		Svetlana Tokareva, A High Order Multidimensional Residual Distribution Scheme for Lagrangian Hydrodynamics	Amneet Pal Singh Bhalla, A robust and eﬃcient wave- structure interaction solver for high- density ratio multiphase flows	Matthew J. Zahr, An optimization- based discontinuous Galerkin approach for high-order accurate shock tracking	Youngjoon Hong, A High-Order Perturbation of Surfaces Method for Vector Electromagnetic Scattering by Doubly Layered Periodic Crossed Gratings	Zheng Chen , Boundary condition strategies for collision-based hybrid methods for linear kinetic models	Pierson Guthrey, The regionally Implicit Discontinous Galerkin method are nonlinear hyperbolic conservation laws	Chunjae Park , Spurious pressure in Scott-Vogelius elements
Lunch (12-1:30pm)
Afternoon Session
Plenary (1:30-2:30pm)			Templo Mayor Room			Templo Mayor Room			Templo Mayor Room
		Session Chair: Paul Fischer	Misun Min	Exascale Applications of High-Order Methods	Session Chair: Tom Hagstrom	Daniel Appelö	What’s new with the wave equation?	Session Chair: David Kopriva	Mark H. Carpenter	Nonlinear Stability and the Discrete Equations of Fluid Mechanics
Coﬀee Break (2:30-3pm)
Afternoon Parallel Sessions (3-5pm)		Aztlan Room	Templo Mayor Room	Tehuanco Room	Aztlan Room	Templo Mayor Room		Aztlan Room	Templo Mayor Room	Tehuanco Room
Session Chair is the 1st speaker		Jerry Watkins, Enabling performance portability for high- order entropy stable compressible flow simulations	Tim Warburton, libParanumal: portable highly optimized high- order finite element implementations for GPU computing	Andreas Klöckner, Fast Algorithms for the Evaluation of Layer and Volume Potentials”	N. Anders Petersson, Full waveform seismic inversion with SW4	Rodrigo B. Platte, Frame Approximations with Square Matrices		Alexander Kurganov, Adaptive Moving Mesh Central-Upwind Schemes	Ossian O’Reilly, A high order finite diﬀerence method for the elastic wave equation on curvilinear staggered grids	Hongsong Feng, FFT-based high order central diﬀerence schemes for the three- dimensional Poisson equation with various types of boundary conditions
		David Flad, A highly eﬃcient large eddy simulation method for DGSEM using non-linearly optimized relaxation filters	Anthony P. Austin, A GPU-Accelerated High-Order Finite Element Solver for the Stokes Equations	Andrew Giuliani, Adaptive mesh refinement on graphics processing units for applications in gas dynamics	Kaihang Guo, Weight-adjusted Bernstein-Bezier DG methods for wave propagation in heterogeneous media	Thomas Hagstrom, Direct high-order propagation algorithms for hyperbolic problems		Jose E. Castillo, High Order Mimetic Methods on Curvilinear Grids	A. Veilleux, Towards a multi- element-shape extension for the Spectral Diﬀerence method	Jianxian Qiu, A hybrid high order Hermite WENO scheme for hyperbolic conservation laws
	Sunday	Monday	Monday	Monday	Tuesday	Tuesday	Tuesday	Wednesday	Wednesday	Wednesday
		Alina Chertock, A simple Eulerian finite-volume method for compressible fluids in domains with moving boundaries	Keaton J. Burns, The Automatic Sparse Spectral Discretization of Tensorial PDEs	Kristopher Rowe, A fast high-order solver for high Reynolds number stratified flows on massively multi- cored architectures	João A. Isler, Dispersion analysis of diﬀerent basis functions applied to high-order discontinuous Galerkin method for the acoustic wave equation	Tony Liu, Near- optimal points for constrained approximation and solution of PDEs on complex geometries		Genesis Islas, Accuracy and Stability of Windowed Fourier Methods for Computations on the Sphere	Peng Li , A numerical framework of high order well-balanced finite diﬀerence schemes based on the weighted compact nonlinear scheme and alternative WENO scheme for the shallow water equations	Tingfu Ma, High- order blended compact diﬀerence schemes for the three dimensional elliptic partial diﬀerential equation with mixed derivatives and variable coeﬃcients
		Chunlei Liang, A Parallel High-order Solver for Linear Elasticity Problems Using A Weak Galerkin Finite Element Method on Unstructured Quadrilateral Grids	Shinhoo Kang, IMEX HDG-DG: A coupled implicit hybridized discontinuous Galerkin and explicit discontinuous Galerkin approach for shallow water systems	Otilio Rojas, Alternating direction implicit modeling of wave motion using compact and mimetic finite diﬀerences	A. F. G. Olender, Computational and convergence analysis of diﬀerent high-order discontinuous Galerkin implementations for the acoustic wave equation	Thomas G. Anderson, High-Order Dispersionless Spatio-Temporally Parallel “Fast- Hybrid” Wave Equation Solver at $\mathcal{O}(1)$ Sampling Cost		Hareshram Natarajan, High- order explicit stochastic semi- Lagrangian spectral method to solve transport equations	Angel Armando Boada Velazco, High Order Mimetic Finite Diﬀerence Modeling of Anisotropic Flow	Bjoern F. Klose, Assessing standard and kinetic energy conserving discontinuous Galerkin formulations for marginally resolved two dimensional Navier-Stokes flows
		Matteo Franciolini, Eﬃcient High-Order Discontinuous Galerkin Solution Strategies for Implicit Unsteady Flow Simulations			Francois Guibault, Eﬃcient high-order discrete geometric model from CAD	Bjorn Sjogreen, Seismic Simulations with SW4		Majid Allayari, Pseudo-spectral simulation of shock turbulence interaction using observable Navier- Stokes equations	Xiaoyu Wei, A Fast High-Order Poisson Solver for 2/3D Complex Geometries via an Integral Equation Method	Sheng Chen, Boundary condition strategies for collision-based hybrid methods for linear kinetic models
Evening Festivities	Reception and Registration (5pm-7pm) in Montezuma Hall				Trolley ride from SDSU to downtown (5pm-7pm)
					Dinner Cruise (7pm-11pm)