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Publikationen

  • Preprints
  • Reviewed Articles
  • Technical Reports
  • Proceedings
  • Chapters in Books
  • PhD Theses

Preprints

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Reviewed Articles

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2014

Klindworth, D., Schmidt, K. and Fliss, S. Numerical realization of Dirichlet-to-Neumann transparent boundary conditions for photonic crystal wave-guides [5]. Comput. Math. Appl., 67(4): 918–943, 2014. [DOI [6]], [PDF [7]], [BibTeX [8]]


Schmidt, K., Thöns-Zueva, A. and Joly, P. Asymptotic analysis for acoustics in viscous gases close to rigid walls [9]. Math. Models Meth. Appl. Sci., 24(9): 1823–1855, 2014. [DOI [10]], [PDF [11]], [BibTeX [12]]


2013

Garnier, J., Papanicolaou, G., Semin, A. and Tsogka, C. Signal-to-noise ratio estimation in passive correlation-based imaging [13]. SIAM J. Imaging Sci., 6(2): 1092–1110, 2013. [DOI [14]], [BibTeX [15]]


Schmidt, K. and Chernov, A. A unified analysis of transmission conditions for thin conducting sheets in the time-harmonic eddy current model [16]. SIAM J. Appl. Math, 73(6): 1980–2003, 2013. [DOI [17]], [PDF [18]], [BibTeX [19]]


Wang, M., Schmidt, K., Alparslan, A. and Hafner, C. hp-FEM and PML analysis of plasmonic particles in layered media [20]. Prog. Electromagn. Res., 142: 523–544, 2013. [PDF [21]], [BibTeX [22]]


2012

Klindworth, D., Grepl, M. and Vossen, G. Certified reduced basis methods for parametrized parabolic partial differential equations with non-affine source terms [23]. Computer Methods in Applied Mechanics and Engineering, 209–212: 144–155, 2012. [DOI [24]], [PDF [25]], [BibTeX [26]]


2011

Schmidt, K. and Tordeux, S. High order transmission conditions for thin conductive sheets in magneto-quasistatics [27]. ESAIM: M2AN, 45(6): 1115–1140, Nov 2011. [PDF [28]], [BibTeX [29]]


Joly, P. and Semin, A. Mathematical and numerical modeling of wave propagation in fractal trees [30]. CR Acad. Sci. I-Math., 349(19–20): 1047–1051, Oct 2011. [DOI [31]], [BibTeX [32]]


Wang, M., Engström, C., Schmidt, K. and Hafner, C. On high-order FEM applied to canonical scattering problems in plasmonics [33]. J. Comput. Theor. Nanosci., 8(8): 1–9, Aug 2011. [PDF [34]], [BibTeX [35]]


Brandsmeier, H., Schmidt, K. and Schwab, C. A multiscale hp-FEM for 2D photonic crystal bands [36]. J. Comput. Phys., 230(2): 349–374, Jan 2011. [DOI [37]], [PDF [38]], [BibTeX [39]]


2010

Schmidt, K. and Tordeux, S. Asymptotic modelling of conductive thin sheets [40]. Z. Angew. Math. Phys., 61(4): 603–626, Aug 2010. [DOI [41]], [PDF [42]], [BibTeX [43]]


Schmidt, K. and Kappeler, R. Efficient computation of photonic crystal waveguide modes with dispersive material [44]. Optics Express, 18(7): 7307–7322, Mar 2010. [PDF [45]], [BibTeX [46]]


2009

Apoung, J.-B., Havé, P., Houot, J.-G., Kern, M. and Semin, A. Reactive transport in porous media [47]. ESAIM Proc., 28: 227–245, Nov 2009. [DOI [48]], [BibTeX [49]]


Blome, M., Maurer, H. and Schmidt, K. Advances on 3D geoelectric forward solver techniques [50]. Geophys. J. Int., 176: 740–752, Mar 2009. [BibTeX [51]]


Engström, C., Hafner, C. and Schmidt, K. Computations of lossy Bloch waves in two-dimensional photonic crystals [52]. J. Comput. Theor. Nanosci., 6: 775–783, Mar 2009. [PDF [53]], [BibTeX [54]]


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TU Berlin
Institut für Mathematik
Sekr. MA 6-4
Straße des 17. Juni 136
D-10623 Berlin

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Mathematikgebäude (MA)
3. Obergeschoss
Räume 363, 365 u. 379

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