{\rtf1\ansi\deff0\deftab360 {\fonttbl {\f0\fswiss\fcharset0 Arial} {\f1\froman\fcharset0 Times New Roman} {\f2\fswiss\fcharset0 Verdana} {\f3\froman\fcharset2 Symbol} } {\colortbl; \red0\green0\blue0; } {\info {\author Biblio 7.x}{\operator }{\title Biblio RTF Export}} \f1\fs24 \paperw11907\paperh16839 \pgncont\pgndec\pgnstarts1\pgnrestart Schmitzer, B and Schn\'f6rr, C (2015). Globally Optimal Joint Image Segmentation and Shape Matching based on Wasserstein Modes. J.~Math.~Imag.~Vision. 52 436--458. http://link.springer.com/article/10.1007/s10851-014-0546-8\par \par Schmitzer, B and Schn\'f6rr, C (2014). Globally Optimal Joint Image Segmentation and Shape Matching based on Wasserstein Modes\par \par Schmitzer, B and Schn\'f6rr, C (2014). Globally Optimal Joint Image Segmentation and Shape Matching based on Wasserstein Modes\par \par Schmitzer, B and Schn\'f6rr, C (2013). Contour Manifolds and Optimal Transport\par \par Schmitzer, B and Schn\'f6rr, C (2013). A Hierarchical Approach to Optimal Transport. Scale Space and Variational Methods (SSVM 2013). 452-464\par \par Schmitzer, B and Schn\'f6rr, C (2013). Modelling convex shape priors and matching based on the Gromov-Wasserstein distance. Journal of Mathematical Imaging and Vision. 46 143-159\par \par Schmitzer, B and Schn\'f6rr, C (2013). Modelling convex shape priors and matching based on the Gromov-Wasserstein distance. Journal of Mathematical Imaging and Vision. 46 143-159\par \par Schmitzer, B and Schn\'f6rr, C (2013). Object Segmentation by Shape Matching with Wasserstein Modes. Energy Minimization Methods in Computer Vision and Pattern Recognition (EMMCVPR 2013). 123-136\par \par Schmitzer, B and Schn\'f6rr, C (2012). Weakly Convex Coupling Continuous Cuts and Shape Priors. Scale Space and Variational Methods (SSVM 2011). 423-434\par \par }