Kay Gawlik, Frank Haußer, Friedemann Paul, Alexander U. Brandt, and Ella Maria Kadas. Active contour method for ILM segmentation in ONH volume scans in retinal OCT. Biomed. Opt. Express, 9(12):6497--6518, Dec 2018. [ DOI | http ]

Sunil Kumar Yadav, Ella Maria Kadas, Seyedamirhosein Motamedi, Konrad Polthier, Frank Haußer, Kay Gawlik, Friedemann Paul, and Alexander Brandt. Optic nerve head three-dimensional shape analysis. Journal of Biomedical Optics, 23:23 -- 23 -- 13, 2018. [ DOI | http ]

I. Beckers, M. Beier, A. Brandt, F. Haußer, C. Jansen, D. Krefting, T. Oberwahrenbrook, F. Roos, and P. Steyer. Entwicklung und Integration von Verfahren zum automatisierten, computergestützten Qualitätsmanagement von retinalen OCT-Aufnahmen. In Research Day 2015, Stadt der Zukunft, pages 22--27, 2015.

F. Hausser, I. Beckers, M. Gierlak, and O. Kahraman. Total variation based image deconvolution for extended depth-of-field microscopy images. volume 9413, pages 941329--941329--7, 2015. [ DOI | www: ]

L. N. Schultz, K. Dideriksen, L. Lakshtanov, S. S. Hakim, D. Müter, F. Haußer, K. Bechgaard, and S. L. S. Stipp. From Nanometer Aggregates to Micrometer Crystals: Insight into the Coarsening Mechanism of Calcite. Crystal Growth & Design, 14(2):552--558, 2014. [ DOI | www: ]

Frank Haußer and Evgeny Lakshtanov. Return radius and volume of recrystallized material in Ostwald ripening. Phys. Rev. E, 86:062601, Dec 2012. [ DOI | http ]

F. Haußer, W. Marth, S. Li, J. Lowengrub, A. Rätz, and A. Voigt. Thermodynamically consistent models for two-component vesicles. International Journal of Biomathematics and Biostatistics, 2, 2013.

F. Haußer, S. Rasche, and A. Voigt. Control of nanostructures through electric fields and related free boundary problems. In Günter Leugering at al., editor, Constrained optimization and optimal control for partial differential equations, volume 160 of Int. Ser. Num. Math., pages 561--572. Springer, Basel, 2012.

F. Haußer und Y. Lucko. Mathematische Modellierung mit MATLAB - Eine praxisorientierte Einführung. Spektrum Akademischer Verlag, 2010.

U. Völlinger, M. Wewetzer, F. Haußer, and A. Ley. An adaptive multiresolutional approach for interactive simulation of cloth. In IASTED Technology Conferences 2010. Acta Press, 2010.

F. Haußer, S. Rasche, and A. Voigt. The influence of electric fields on nanostructures - simulation an control. Mathematics and Computers in Simulation, 80(7):1449--1457, 2010.

F. Haußer, F. Otto, P. Penzler, and A. Voigt. Numerical methods for the simulation of epitaxial growth and their application in the study of a meander instability. In W. Jäger and H.J. Krebs, editors, Mathematics, Key Technology for the Future, pages 227--237. Springer, Berlin, 2008.

F. Haußer, M. Jabbour, and A. Voigt. A step-flow model for the heteroepitaxial growth of strained, substitutional, binary alloy films with phase segregation: I. Theory. SIAM Mult. Mod. Sim., 6(1):158--189, 2007.

Martin Burger, Frank Haußer, Christina Stöcker, and Axel Voigt. A level set approach to anisotropic flows with curvature regularization. J. Comput. Phys., 225(1):183--205, 2007. [ DOI ]

F. Haußer, P. Kuhn, J. Krug, and A. Voigt. Morphological stability of electromigration-driven vacancy islands. Phys. Rev. E, 75(4):046210, 2007.

F. Haußer and A. Voigt. Step meandering in epitaxial growth. J. Cryst. Growth, 303(1):80--84, 2007.

F. Haußer and A. Voigt. A discrete scheme for parametric anisotropic surface diffusion. J. Sci. Comp., 30:223--235, 2007.

F. Haußer and A. Voigt. A discrete scheme for regularized anisotropic curve shortening flow. Appl. Math. Lett., 19:691--698, 2006.

F. Haußer and A. Voigt. A discrete scheme for regularized anisotropic surface diffusion, a 6th order geometric evolution equation. Inter. free bound., 7:353--369, 2005.

F. Haußer and A. Voigt. Ostwald ripening of two-dimensional homoepitaxial islands. Phys. Rev. B, 72:035437, 2005.

P. Kuhn, J. Krug, F. Haußer, and A. Voigt. Complex shape evolution of electromigration-driven single-layer islands. Phys. Rev. Letters, 94(166105), 2005.

F. Haußer and A. Voigt. Facet formation and coarsening modeled by a geometric evolution law for epitaxial growth. J. Cryst. Growth, 275:e47 -- e51, 2005.

U. Clarenz, F. Haußer, M. Rumpf, A. Voigt, and U. Weikard. On level set formulations for anisotropic mean curvature flow and surface diffusion. In A. Voigt, editor, Multiscale modeling of epitaxial growth, volume 149 of ISNM, pages 227--237. Birkhäuser, Basel, 2005.

F. Haußer and A. Voigt. A finite element framework for Burton-Cabrera-Frank equation. In A. Voigt, editor, Multiscale modeling of epitaxial growth, volume 149 of ISNM, pages 97--114. Birkhäuser, Basel, 2005.

F. Haußer and A. Voigt. Simulation of Ostwald ripening in homoepitaxy. In A. Voigt, editor, Multiscale modeling of epitaxial growth, volume 149 of ISNM, pages 175--192. Birkhäuser, Basel, 2005.

F. Haußer and A. Voigt. Decay of nanostructures. In Tech. Proc. NSTI Nanotechnology Conference and Trade Show, pages 462--465. Nano Science and Technology Institute, 2004.

F. Haußer and A. Voigt. Finite element method for epitaxial island growth. J. Crys. Growth, 266:381--387, 2004.

E. Bänsch, F. Haußer, and A. Voigt. Finite element method for epitaxial growth with thermodynamic boundary conditions. SIAM J. Sci. Comp., 26:2029--2046, 2005.

E. Bänsch, F. Haußer, O. Lakkis, B. Li, and A. Voigt. Finite element method for epitaxial growth with attachment-detachment kinetics. J. Comput. Phys., 194:409--434, 2004.

F. Haußer and F. Nill. Doubles of quasi-quantum groups. Commun. Math. Phys., 199:547--589, 1999.

F. Haußer and F. Nill. Diagonal crossed products by duals of quasi-quantum groups. Rev. Math Phys., 11(5):553--629, 1999.

F. Haußer. Lattice Quantum Field Theories with Quantum Symmetry. PhD thesis, Freie Universität Berlin, 1998.

F. Haußer. Kanonische Quantisierung und Osterwalder-Schrader-Rekonstruktion der Maxwell-Chern-Simon-Theorie mit äußeren Ladungen. Master's thesis, Freie Universität Berlin, 1994.


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