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Fictitious domain method
Phase‐Field Formulation of a Fictitious Domain Method for Particulate Flows
Multigrid Solvers for Immersed Finite Element Methods and Immersed Isogeometric Analysis
Fictitious Domain Approach for Spectral/Hp Element Method
Contemporary Mathematics 180
A Domain Decomposition Method for Discontinuous Galerkin Discretizations of Helmholtz Problems with Plane Waves and Lagrange Multipliers
A Fictitious Domain Approach to the Numerical Solution of Pdes In
A Kernel-Based Fictitious Domain Method
Application of the Fictitious Domain Method to Flow Problems
Preconditioning Immersed Isogeometric Finite Element
Why It Is Difficult to Solve Helmholtz Problems
SEEM: a Kernel-Based Fictitious Domain Method
Recent Advances and Scalable Nonlinear Domain Decomposition
A Stabilized Nitsche Cut Finite Element Method for the Oseen Problem
Arxiv:1903.10977V1 [Math.NA] 26 Mar 2019 Defined Geometries
A Second-Order Virtual Node Algorithm for Nearly Incompressible Linear Elasticity in Irregular Domains
A Fictitious Domain Approach for the Simulation of Dense Suspensions Stany Gallier, Elisabeth Lemaire, Laurent Lobry, François Peters
Chemnitz Scientific Computing Preprints
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