JournalsifbVol. 12, No. 2Volume 12, No. 2 (2010) Interfaces and Free Boundariespp. 121–150Well-posedness of a parabolic moving-boundary problem in the setting of Wasserstein gradient flowsJacobus W. PortegiesMark A. Peletierpp. 151–155Stable constant-mean-curvature hypersurfaces are area minimizing in small <em>L</em><sup>1</sup> neighborhoodsAntonio RosFrank Morganpp. 157–185On a free boundary problem describing the phase transition in an incompressible viscous fluidYoshiaki Kusakapp. 187–234Parametric approximation of surface clusters driven by isotropic and anisotropic surface energiesHarald GarckeRobert NürnbergJohn W. Barrettpp. 235–250A free boundary problem arising in a simplified tumour growth model of contact inhibitionMasayasu MimuraRoberta Dal PassoMichiel Bertschpp. 251–277On the existence of mean curvature flow with transport termChun LiuNorifumi SatoYoshihiro Tonegawa
pp. 121–150Well-posedness of a parabolic moving-boundary problem in the setting of Wasserstein gradient flowsJacobus W. PortegiesMark A. Peletier
pp. 151–155Stable constant-mean-curvature hypersurfaces are area minimizing in small <em>L</em><sup>1</sup> neighborhoodsAntonio RosFrank Morgan
pp. 157–185On a free boundary problem describing the phase transition in an incompressible viscous fluidYoshiaki Kusaka
pp. 187–234Parametric approximation of surface clusters driven by isotropic and anisotropic surface energiesHarald GarckeRobert NürnbergJohn W. Barrett
pp. 235–250A free boundary problem arising in a simplified tumour growth model of contact inhibitionMasayasu MimuraRoberta Dal PassoMichiel Bertsch
pp. 251–277On the existence of mean curvature flow with transport termChun LiuNorifumi SatoYoshihiro Tonegawa