
Perfect Conductor Boundary Conditions for Geometric ParticleinCell Simulations of the VlasovMaxwell System in Curvilinear Coordinates
Structurepreserving methods can be derived for the VlasovMaxwell syste...
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Variational Framework for StructurePreserving Electromagnetic ParticleInCell Methods
In this article we apply a discrete action principle for the Vlasov–Maxw...
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Subcycling of particle orbits in variational, geometric electromagnetic particleincell methods
This paper introduces two subcycling algorithms for particle orbits in v...
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Geometric ParticleinCell Simulations of the Vlasov–Maxwell System in Curvilinear Coordinates
Numerical schemes that preserve the structure of the kinetic equations c...
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hyper.deal: An efficient, matrixfree finiteelement library for highdimensional partial differential equations
This work presents the efficient, matrixfree finiteelement library hyp...
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Evaluation of performance portability frameworks for the implementation of a particleincell code
This paper reports on an indepth evaluation of the performance portabil...
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Energyconserving time propagation for a geometric particleincell Vlasov–Maxwell solver
This paper discusses energyconserving timediscretizations for finite e...
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A Hermitelike basis for faster matrixfree evaluation of interior penalty discontinuous Galerkin operators
This work proposes a basis for improved throughput of matrixfree evalua...
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A massively parallel semiLagrangian solver for the sixdimensional VlasovPoisson equation
This paper presents an optimized and scalable semiLagrangian solver for...
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Efficient Explicit Time Stepping of High Order Discontinuous Galerkin Schemes for Waves
This work presents algorithms for the efficient implementation of discon...
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Fast matrixfree evaluation of discontinuous Galerkin finite element operators
We present an algorithmic framework for matrixfree evaluation of discon...
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Katharina Kormann
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