## Publications

Sortieren nach: Autor Jahr Journal Typ der Publikation

Author(s) | Title | Source | Links |
---|---|---|---|

T. Elbinger and M. Gahn and M. Neuss-Radu and F. M. Hante and L. M. Voll and G. Leugering and P. Knabner | Model based design of biochemical micro-reactors. |
Frontiers in Bioengineering and Biotechnology.
(2016)
4
(13)
| [doi] [www] [BibTex] |

M. Gahn and M. Neuss-Radu and P. Knabner | Homogenization of reaction-diffusion processes in a two-component porous medium with nonlinear flux conditions at the interface. |
SIAM Journal on Applied Mathematics.
(2015)
accepted.
| [BibTex] |

Le Thi Thanh An and W. Jäger and M. Neuss-Radu | Systems of Populations with Multiple Structures: Modelling and Analysis. |
Journal of Dynamics and Differential Equations (JDDE).
(2015)
1-15.
| [doi] [BibTex] |

Y. Yang and T. Richter and W. Jäger and M. Neuss-Radu | An ALE approach to mechano-chemical processes in fluid-structure interactions. |
I. J. Num. Meth. Fluids.
(2015)
submitted.
| [BibTex] |

T. Elbinger and M. Gahn and M. Neuss-Radu and P. Knabner | Simulation of Processes in Living Cells: Towards the Modelling of Metabolic Channeling. |
In A. Ibrahimbegovic and J.-M. Ghidaglia and A. Serdarevic and E. Ilic-Georgijevic and M. Hrasnica and S. Dolarevic and N. Ademovic (Eds.)
2nd International Conference on Multi-scale Computational Methods for Solids and Fluids
(2015)
44-47.
| [www] [BibTex] |

Y. Yang and W. Jäger and M. Neuss-Radu and T. Richter | Mathematical modeling and simulation of the evolution of plaques in blood vessels. |
Journal of Mathematical Biology.
(2015)
1-24.
| [doi] [www] [BibTex] |

M. Gahn and M. Neuss-Radu and P. Knabner | Derivation of an effective model for metabolic processes in living cells including substrate channeling. |
Vietnam Journal of Mathematics.
(2015)
submitted.
| [doi] [BibTex] |

W. Jäger and M. Neuss-Radu and T.A. Shaposhnikova | Homogenization of a variational inequality for the Laplace operator with nonlinear restriction for the flux on the interior boundary of a perforated domain. |
Nonlinear Analysis: Real World Applications.
(2014)
15
367–380.
| [doi] [www] [BibTex] |

M. Neuss-Radu | Homing to the Niche: A Mathematical Model Describing the Chemotactic Migration of Hematopoietic Stem Cells. |
In G. Ajmone-Marsan and M. Delitala (Eds.)
Managing Complexity: Modeling Biological Systems, 1st Kepler Prize Workshop of the European Academy of Sciences (EURASC), Heidelberg, May 2011
(2014)
| [www] [BibTex] |

K. Kumar and M. Neuss-Radu and I.S. Pop | Homogenization of a pore scale model for precipitation and dissolution in porous media. |
IMA Journal of Applied Mathematics.
(2014)
(submitted).
| [BibTex] |

Antonić, N. and Capasso, V. and Jäger, W. and Mikelić, A. and Neuss-Radu, M. and Pop, I.S. | Multiscale problems in science and technology. Challenges to mathematical analysis and perspectives. |
Nonlinear Analysis: Real World Applications.
(2014)
15
(1)
263-265.
| [doi] [www] [BibTex] |

A. Mikelić and S. Nečasová and M. Neuss-Radu | Effective slip law for general viscous flows over an oscillating surface. |
Mathematical Methods in the Applied Sciences.
(2013)
36
(15)
2086–2100.
| [doi] [www] [BibTex] |

F. Weller and M. Neuss-Radu and W. Jäger | Analysis of a Free Boundary Problem Modeling Thrombus Growth. |
SIAM Journal on Mathematical Analysis.
(2013)
45
(2)
809–833.
| [doi] [www] [BibTex] |

J. Hron and M. Neuss-Radu and P. Pustějovská | Mathematical modeling and simulation of flow in domains separated by leaky semipermeable membrane including osmotic effect. |
Applications of Mathematics.
(2011)
56
(1)
51–68.
| [doi] [www] [BibTex] |

W. Jäger and A. Mikelić and M. Neuss-Radu | Homogenization Limit of a Model System for Interaction of Flow, Chemical Reactions, and Mechanics in Cell Tissues. |
SIAM Journal on Mathematical Analysis.
(2011)
43
(3)
1390–1435.
| [doi] [www] [BibTex] |

W. Jäger and M. Neuss-Radu and T.A. Shaposhnikova | Scale limit of a variational inequality modeling diffusive flux in a domain with small holes and strong adsorption in case of a critical scaling. |
Doklady Mathematics.
(2011)
83
(2)
204–208.
| [doi] [www] [BibTex] |

W. Jäger and M. Neuss-Radu and T.A. Shaposhnikova | Homogenization of the diffusion equation with nonlinear flux condition on the interior boundary of a perforated domain — the influence of the scaling on the nonlinearity in the effective sink-source term. |
Journal of Mathematical Sciences.
(2011)
179
(3)
446–459.
| [doi] [www] [BibTex] |

W. Jäger and M. Neuss-Radu and T.A. Shaposhnikova | Homogenization limit for the diffusion equation with nonlinear flux condition on the boundary of very thin holes periodically distributed in a domain, in case of a critical size. |
Doklady Mathematics.
(2010)
82
(2)
736–740.
| [doi] [www] [BibTex] |

A. Muntean and M. Neuss-Radu | A multiscale Galerkin approach for a class of nonlinear coupled reaction–diffusion systems in complex media. |
Journal of Mathematical Analysis and Applications.
(2010)
371
(2)
705–718.
| [doi] [www] [BibTex] |

M. Neuss-Radu and S. Ludwig and W. Jäger | Multiscale analysis and simulation of a reaction–diffusion problem with transmission conditions. |
Nonlinear Analysis: Real World Applications.
(2010)
11
(6)
4572–4585.
| [doi] [www] [BibTex] |

W. Jäger and A. Mikelić and M. Neuss-Radu | Analysis of Differential Equations Modelling the Reactive Flow through a Deformable System of Cells. |
Archive for Rational Mechanics and Analysis.
(2009)
192
(2)
331–374.
| [doi] [www] [BibTex] |

M. Neuss-Radu and W. Jäger and A. Mikelic | Modelling and analysis for the interaction of flow, chemical reactions and mechanics in cell tissue. |
Oberwolfach Reports.
(2009)
24
1325–1328.
| [BibTex] |

A. Kettemann and M. Neuss-Radu | Derivation and analysis of a system modeling the chemotactic movement of hematopoietic stem cells. |
Journal of Mathematical Biology.
(2008)
56
(5)
579–610.
| [doi] [www] [BibTex] |

W. Jäger and M. Neuss-Radu | Multiscale Analysis of Processes in Complex Media. |
In Jäger, Willi and Rannacher, Rolf and Warnatz, Jürgen (Eds.)
Reactive Flows, Diffusion and Transport
(2007)
531–553.
| [doi] [www] [BibTex] |

M. Neuss-Radu and W. Jäger | Effective transmission conditions for reaction-diffusion processes in domains separated by an interface. |
SIAM Journal on Mathematical Analysis.
(2007)
39
(3)
687–720.
| [BibTex] |

N. Neuss and M. Neuss-Radu and A. Mikelić | Effective laws for the Poisson equation on domains with curved oscillating boundaries. |
Applicable Analysis.
(2006)
85
(5)
479–502.
| [doi] [www] [BibTex] |

M. Neuss-Radu and M. Kettemann | A mathematical model for stroma controlled chemotaxis of hematopoietic stem cells. |
Oberwolfach Reports.
(2006)
24
1443–1446.
| [BibTex] |

M. Neuss-Radu and W. Jäger | Homogenization of thin porous layers and applications to ion transport through channels of biological membranes. |
Oberwolfach Reports.
(2005)
49
2809–2812.
| [BibTex] |

M. Neuss-Radu | The Failure of Uniform Exponential Decay for Boundary Layers. |
In N. Antonić and C.J. Duijn and W. Jäger and A. Mikelić (Eds.)
Multiscale Problems in Science and Technology
(2002)
243–250.
| [doi] [www] [BibTex] |

M. Neuss-Radu | The boundary behavior of a composite material. |
ESAIM: Mathematical Modelling and Numerical Analysis.
(2001)
35
407–435.
| [doi] [www] [BibTex] |