FIREDRAKE USA '25: FIREDRAKE USA '25

This page contains an index consisting of author-provided keywords.

A
Automatic Differentiation	Automatic Differentiation in MFEM
B
Bounds Constraints	A High-Order Uniformly Bounds-Constrained Finite Element Method via Variational Inequalities
C
CFD	Automatic Differentiation in MFEM
code generation	pyop3: a better code generator for mesh-based computations
compatible finite elements	Firedrake for Magnetic Confinement Fusion Simulations
coupling	Submesh in Firedrake
CUDA	CUDA Python
D
diffuse interface method	The diffuse interface approach to fluid-structure interaction
domain-specific languages	pyop3: a better code generator for mesh-based computations
E
Enzyme	Automatic Differentiation in MFEM
equal-order finite elements	A preconditioner for the grad-div stabilized equal-order finite elements discretizations of the Oseen problem
External Operator	Solving Maxwell's Equations with a Nonlocal Boundary Condition
F
FEM	Automatic Differentiation in MFEM
field-of-values	A preconditioner for the grad-div stabilized equal-order finite elements discretizations of the Oseen problem
Finite Element	Solving Maxwell's Equations with a Nonlocal Boundary Condition
finite element method	The diffuse interface approach to fluid-structure interaction On the modeling and approximation of a Gray-Scott model with nonlocal diffusion.
Firedrake	FIAT: enabling classical and modern macroelements Irksome: Automated time-stepping with Firedrake
fluid-poroelastic structure interaction	The diffuse interface approach to fluid-structure interaction
fluid-structure interaction	The diffuse interface approach to fluid-structure interaction Submesh in Firedrake
H
High-Order Methods	A High-Order Uniformly Bounds-Constrained Finite Element Method via Variational Inequalities
High-resolution 3D printing	Advancing High-Resolution 3D Printing: Modeling Photopolymerization for Microfluidic Device Fabrication
I
integro-differential equations	On the modeling and approximation of a Gray-Scott model with nonlocal diffusion.
K
Krylov subspace methods	A preconditioner for the grad-div stabilized equal-order finite elements discretizations of the Oseen problem
L
Layer Potential	Solving Maxwell's Equations with a Nonlocal Boundary Condition
LLVM	Automatic Differentiation in MFEM
M
Macroelements	FIAT: enabling classical and modern macroelements
magnetohydrodynamics	Firedrake for Magnetic Confinement Fusion Simulations
Maxwell	Solving Maxwell's Equations with a Nonlocal Boundary Condition
Microfluidic devices	Advancing High-Resolution 3D Printing: Modeling Photopolymerization for Microfluidic Device Fabrication
N
Nonlinear coupled PDEs	Advancing High-Resolution 3D Printing: Modeling Photopolymerization for Microfluidic Device Fabrication
nonlocal diffusion	On the modeling and approximation of a Gray-Scott model with nonlocal diffusion.
O
Oseen problem	A preconditioner for the grad-div stabilized equal-order finite elements discretizations of the Oseen problem
P
Parallel Programming	CUDA Python
pattern formation	On the modeling and approximation of a Gray-Scott model with nonlocal diffusion.
Photopolymerization	Advancing High-Resolution 3D Printing: Modeling Photopolymerization for Microfluidic Device Fabrication
preconditioning	A preconditioner for the grad-div stabilized equal-order finite elements discretizations of the Oseen problem
Python	CUDA Python
R
Reaction-diffusion	Advancing High-Resolution 3D Printing: Modeling Photopolymerization for Microfluidic Device Fabrication
Runge-Kutta method	Irksome: Automated time-stepping with Firedrake
Runge-Kutta Methods	A High-Order Uniformly Bounds-Constrained Finite Element Method via Variational Inequalities
S
Software	FIAT: enabling classical and modern macroelements
submesh	Submesh in Firedrake
T
tokamak domain	Firedrake for Magnetic Confinement Fusion Simulations
U
UFL manipulation	Irksome: Automated time-stepping with Firedrake
unstructured meshes	pyop3: a better code generator for mesh-based computations
V
Variational Inequalities	A High-Order Uniformly Bounds-Constrained Finite Element Method via Variational Inequalities

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