Nematic liquid crystals on curved surfaces: a thin film limit von Nitschke, Ingo, Nestler, Michael, Praetorius, Simon, Löwen, Hartmut, Voigt, Axel

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A finite element approach for vector- and tensor-valued surface PDEs von Nestler, Michael, Nitschke, Ingo, Voigt, Axel

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Observer-invariant time derivatives on moving surfaces von Nitschke, Ingo, Voigt, Axel

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Tensorial time derivatives on moving surfaces: General concepts and a specific application for surface Landau-de Gennes models von Nitschke, Ingo, Voigt, Axel

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Liquid crystals on deformable surfaces von Nitschke, Ingo, Reuther, Sebastian, Voigt, Axel

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Derivation and simulation of a two-phase fluid deformable surface model von Bachini, Elena, Krause, Veit, Nitschke, Ingo, Voigt, Axel

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Hydrodynamic interactions in polar liquid crystals on evolving surfaces von Nitschke, Ingo, Reuther, Sebastian, Voigt, Axel

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Tangential tensor fields on deformable surfaces—how to derive consistent L 2-gradient flows von Nitschke, Ingo, Sadik, Souhayl, Voigt, Axel

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Properties of surface Landau-de Gennes Q-tensor models von Nestler, Michael, Nitschke, Ingo, Löwen, Hartmut, Voigt, Axel

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Mesoscale modeling of deformations and defects in thin crystalline sheets von Benoit–Maréchal, Lucas, Nitschke, Ingo, Voigt, Axel, Salvalaglio, Marco

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Nematic liquid crystals on curved surfaces: a thin film limit von Nitschke, Ingo, Nestler, Michael, Praetorius, Simon, Löwen, Hartmut, Voigt, Axel

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Vorticity‐stream function approaches are inappropriate to solve the surface Navier‐Stokes equation on a torus von Nitschke, Ingo, Reuther, Sebastian, Voigt, Axel

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Evolution of q tensor field of the Landau-de Gennes model for the bi-nonic surface. from Liquid crystals on deformable surfaces von Nitschke, Ingo, Reuther, Sebastian, Voigt, Axel

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Active nematodynamics on deformable surfaces von Nitschke, Ingo, Voigt, Axel

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Beris-Edwards Models on Evolving Surfaces: A Lagrange-D'Alembert Approach von Nitschke, Ingo, Voigt, Axel

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Tensorial time derivatives on moving surfaces: General concepts and a specific application for surface Landau-de Gennes models von Nitschke, Ingo, Voigt, Axel

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The influence of higher order geometric terms on the asymmetry and dynamics of membranes von Sischka, Jan Magnus, Nitschke, Ingo, Voigt, Axel

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L2-Gradient Flow --- Frank-Oseen --- Different Gauges of Surface Independence von Ingo Nitschke

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L2-Gradient Flow --- Frank-Oseen --- Different Gauges of Surface Independence von Ingo Nitschke

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Properties of surface Landau-de Gennes -tensor models von Nestler, Michael, Nitschke, Ingo, Löwen, Hartmut, Voigt, Axel

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