Thursday, 14 June 2018    16:30 - 18:30
Monotonicity preserving finite element methods for transport equations and hyperbolic systems I
Minisymposium organized by Santiago Badia, Dmitri Kuzmin and John N. Shadid
Room: Carron 1
Chair: Dmitri Kuzmin
CoChair: John Shadid
Optimization-based, property preserving finite element methods
Pavel B. Bochev, Denis Ridzal, Marta D’Elia and Mauro Perego

Invariant domain preserving approximation of the Euler equations via convex limiting
Jean-Luc Guermond, Bojan Popov and Ignacio Tomas

On the design of limiters for vector fields and systems of conserved quantities
Dmitri Kuzmin and Hennes Hajduk

Analysis and design of algebraic flux correction schemes preserving the eigenvalue range of symmetric tensors
Christoph Lohmann and Dmitri Kuzmin

High order advection of magnetic fields for ALE magnetohydrodynamics
Daniel A. White, Robert N. Rieben and Brian Cornile

Algebraic flux correction algorithms in continuous Galerkin discretization of magnetohydrodynamics equations
Sibusiso Mabuza, John N. Shadid, Dmitri Kuzmin and Eric C. Cyr

Towards algebraic flux correction methods for continuum multifluid electromagnetic plasma models
John N. Shadid, Sibusiso Mabuza, Sidafa Conde and Dmitri Kuzmin