Mimicking of Non-conservative Systems: Demonstration of a generalized method for applying the mimetic spectral element method to non-conservative systems

Hybrid Dual Mimetic Spectral Element Method with a Novel Dual Grid

A mimetic dual-field discretization with exact conservation properties for the incompressible Navier-Stokes equations with periodic or Dirichlet boundary conditions

Development and Application of bundle-valued forms in hybrid mimetic spectral element method: Application to Linear elasticity

The Lagrangian Mimetic Spectral Element Method: Solving (non-)Linear Advection Problems with a Mimetic Method

Hybridised Mimetic Discretisation and Variational Multiscale Theory for Advection-Dominated Problems: M.Sc. Thesis

A Mimetic Spectral Element Implementation of the Maxwell Eigenvalue Problem

Mimetic isogeometric modeling and discretization of compressible Euler flows

Mimetic Discretization of the High Frequency Helmholtz Equation using Hermite Interpolating Polynomials

Energy-conserving spectral element schemes based on Lagrangian dynamics: Investigating discrete energy conservation

Development of a fully discontinuous Hybrid Spectral Finite Element Method: Solution of the vector Laplace and the Stokes’ equation

Modelling the changes in waveform in combined wave-current flow

Advancing the Mimetic Spectral Element Method: Towards Continuum Mechanics Applications

Preconditioning for Mimetic Spectral Element Method: A Preliminary Study Applied on Elliptic Equations

A physics-compatible solver for turbidity currents

A mimetic spectral element method for the 2D incompressible Navier-Stokes equations

Structure Preserving Isogeometric Analysis for Computational Fluid Dynamics

Spatially mass-, kinetic energy- and helicity-preserving mimetic discretization of 3D incompressible Euler flows

An Application of Discrete Differential Geometry to the Spectral Element Method