David Günther

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Jan ReininghausInstitute of Science and Technology AustriaVerified email at ist.ac.at
Tino WeinkaufProfessor of Visualization at KTH Royal Institute of Technology, Stockholm, SwedenVerified email at kth.se
Hans-Christian HegeZuse Institute Berlin (ZIB)Verified email at zib.de
Ingrid HotzLinköping UniversityVerified email at liu.se
Julien TiernyFrench National Centre for Scientific Research, Sorbonne UniversityVerified email at sorbonne-universite.fr
Hans-Peter SeidelProfessor of Computer Science, Max Planck Institute for Informatics, Saarland Informatics CampusVerified email at mpi-inf.mpg.de
Hubert WagnerIST AustriaVerified email at ist.ac.at
Valerio PascucciEndowed Chair professor and Director of the Center for Extreme Data Management Analysis andVerified email at sci.utah.edu
Alexander RigortMax Planck Institute of Biochemistry, Munich, GERVerified email at biochem.mpg.de
Ohad MedaliaVerified email at post.bgu.ac.il
Carsten CarstensenHumboldt-Universität zu BerlinVerified email at math.hu-berlin.de
Jean-Philip PiquemalProfessor of Theoretical Chemistry, Sorbonne Université, ParisVerified email at sorbonne-universite.fr
Julia Contreras-GarcíaCNRS & Université Pierre et Marie CurieVerified email at lct.jussieu.fr
Joshua Aaron LevineAssociate Professor, University of ArizonaVerified email at email.arizona.edu
Attila Gabor GyulassyResearch Scientist, University of UtahVerified email at sci.utah.edu
Jan ThieleBMW GroupVerified email at bmw.de
Joseph SalmonUniversité de MontpellierVerified email at umontpellier.fr
Jens KastenIVU Traffic Technologies AGVerified email at jens-kasten.de
Hans hagenProfessor Informatik kaiserslauternVerified email at informatik.uni-kl.de
Olga Sorkine-HornungProfessor of Computer Science, ETH ZurichVerified email at inf.ethz.ch

David Günther

Senior Scientist, Software Developer; Sirona Dental Systems

Verified email at dentsplysirona.com - Homepage

Topological Data Analysis Visualization Discrete Morse theory Algebraic Topology Mathematical Programming


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Automated segmentation of electron tomograms for a quantitative description of actin filament networks A Rigort, D Günther, R Hegerl, D Baum, B Weber, S Prohaska, O Medalia, ... Journal of structural biology 177 (1), 135-144, 2012	119	2012
Separatrix persistence: Extraction of salient edges on surfaces using topological methods T Weinkauf, D Günther Computer Graphics Forum 28 (5), 1519-1528, 2009	88	2009
Characterizing Molecular Interactions in Chemical Systems D Günther, R Boto, J Contreras-Garcia, J Piquemal, J Tierny IEEE, 2014	65	2014
Efficient computation of 3D Morse–Smale complexes and persistent homology using discrete Morse theory D Günther, J Reininghaus, H Wagner, I Hotz The Visual Computer 28 (10), 959-969, 2012	63	2012
Conforming Morse-Smale Complexes A Gyulassy, D Günther, JA Levine, J Tierny, V Pascucci IEEE, 2014	48	2014
Mandatory Critical Points of 2D Uncertain Scalar Fields D Günther, J Salmon, J Tierny Computer Graphics Forum 33, 31-40, 2014	42	2014
The arnold-winther mixed fem in linear elasticity. part i: Implementation and numerical verification C Carstensen, D Günther, J Reininghaus, J Thiele Computer Methods in Applied Mechanics and Engineering 197 (33-40), 3014-3023, 2008	42	2008
A Scale Space Based Persistence Measure for Critical Points in 2D Scalar Fields J Reininghaus, N Kotava, D Günther, J Kasten, H Hagen, I Hotz Visualization and Computer Graphics, IEEE Transactions on 17 (12), 2045-2052, 2011	39	2011
Fast and Memory-Efficient Topological Denoising of 2D and 3D Scalar Fields D Günther, A Jacobson, J Reininghaus, HP Seidel, O Sorkine-Hornung, ... IEEE, 2014	33	2014
Optimal General Simplification of Scalar Fields on Surfaces J Tierny, D Günther, V Pascucci	25	2013
TADD: A computational framework for data analysis using discrete Morse theory J Reininghaus, D Günther, I Hotz, S Prohaska, HC Hege International Congress on Mathematical Software, 198-208, 2010	25	2010
Memory-Efficient Computation of Persistent Homology for 3D Images using Discrete Morse Theory D Günther, J Reininghaus, I Hotz, H Wagner 24th Conference on Graphics, Patterns and Images (Sibgrapi), 25-32, 2011	24	2011
FFW documentation A Byfut, J Gedicke, D Günther, J Reininghaus, S Wiedemann Humboldt University of Berlin, Germany, 2007	20	2007
Notes on the Simplification of the Morse-Smale Complex D Günther, J Reininghaus, HP Seidel, T Weinkauf	18	2013
Comment on "Second derivative ridges are straight lines and the implications for computing Lagrangian Coherent Structures, Physica D 2012.05.006" R Peikert, D Günther, T Weinkauf Physica D: Nonlinear Phenomena 242 (1), 65-66, 2013	17*	2013
Automatic alignment of stacks of filament data VJ Dercksen, B Weber, D Günther, M Oberlaender, S Prohaska, HC Hege Biomedical Imaging: From Nano to Macro, 2009. ISBI'09. IEEE International …, 2009	16	2009
Extraction of Dominant Extremal Structures in Volumetric Data using Separatrix Persistence D Günther, HP Seidel, T Weinkauf Computer Graphics Forum, 2012	15	2012
Efficient computation of a hierarchy of discrete 3d gradient vector fields D Günther, J Reininghaus, S Prohaska, T Weinkauf, HC Hege Topological Methods in Data Analysis and Visualization II, 15-29, 2012	14	2012
Combinatorial gradient fields for 2d images with empirically convergent separatrices J Reininghaus, D Günther, I Hotz, T Weinkauf, HP Seidel arXiv preprint arXiv:1208.6523, 2012	11	2012
Topological analysis of discrete scalar data D Günther	7	2012

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