Geometrical image segmentation by the Allen–Cahn equation M Beneš, V Chalupecký, K Mikula Applied Numerical Mathematics 51 (2), 187-205, 2004 | 135 | 2004 |

Solution of nonlinear diffusion appearing in image smoothing and edge detection J Kačur, K Mikula Applied Numerical Mathematics 17 (1), 47-59, 1995 | 113 | 1995 |

Evolution of plane curves driven by a nonlinear function of curvature and anisotropy D Sevcovic, K Mikula SIAM Journal on Applied Mathematics 61 (5), 1473-1501, 2001 | 112 | 2001 |

Cells segmentation from 3-D confocal images of early zebrafish embryogenesis C Zanella, M Campana, B Rizzi, C Melani, G Sanguinetti, P Bourgine, ... IEEE transactions on Image Processing 19 (3), 770-781, 2010 | 104 | 2010 |

A coarsening finite element strategy in image selective smoothing E Bänsch, K Mikula Computing and Visualization in Science 1 (1), 53-61, 1997 | 87 | 1997 |

Semi-implicit finite volume scheme for solving nonlinear diffusion equations in image processing K Mikula, N Ramarosy Numerische Mathematik 89 (3), 561-590, 2001 | 80 | 2001 |

A direct method for solving an anisotropic mean curvature flow of plane curves with an external force K Mikula, D Sevcovic Mathematical Methods in the Applied Sciences 27 (13), 1545-1565, 2004 | 77 | 2004 |

Automated processing of zebrafish imaging data: a survey R Mikut, T Dickmeis, W Driever, P Geurts, FA Hamprecht, BX Kausler, ... Zebrafish 10 (3), 401-421, 2013 | 71 | 2013 |

Nonlinear multiscale analysis of three-dimensional echocardiographic sequences A Sarti, K Mikula, F Sgallari IEEE Transactions on Medical Imaging 18 (6), 453-466, 1999 | 71 | 1999 |

Computational and qualitative aspects of evolution of curves driven by curvature and external force K Mikula, D Ševčovič Computing and Visualization in Science 6 (4), 211-225, 2004 | 70 | 2004 |

Semi-implicit covolume method in 3D image segmentation S Corsaro, K Mikula, A Sarti, F Sgallari SIAM Journal on Scientific Computing 28 (6), 2248-2265, 2006 | 66 | 2006 |

Semi-implicit complementary volume scheme for solving level set like equations in image processing and curve evolution A Handlovičová, K Mikula, F Sgallari Numerische Mathematik 93 (4), 675-695, 2003 | 66 | 2003 |

Numerical solution of the linearized fixed gravimetric boundary-value problem R Čunderlík, K Mikula, M Mojzeš Journal of Geodesy 82 (1), 15-29, 2008 | 63 | 2008 |

A workflow to process 3D+ time microscopy images of developing organisms and reconstruct their cell lineage E Faure, T Savy, B Rizzi, C Melani, O Stašová, D Fabrèges, R Špir, ... Nature communications 7, 2016 | 61 | 2016 |

Flux-based level set method: a finite volume method for evolving interfaces P Frolkovič, K Mikula Applied numerical mathematics 57 (4), 436-454, 2007 | 55 | 2007 |

Analytical and numerical methods for pricing financial derivatives D Ševcovic, B Stehlıková, K Mikula Nova Science Publ. ISBN, 978-1, 2011 | 54 | 2011 |

Cells tracking in a live zebrafish embryo C Melani, M Campana, B Lombardot, B Rizzi, F Veronesi, C Zanella, ... IEEE engineering in medicine and biology magazine 1, 1631, 2007 | 54 | 2007 |

High-resolution flux-based level set method P Frolkovicˇ, K Mikula SIAM Journal on Scientific Computing 29 (2), 579-597, 2007 | 52 | 2007 |

Convergence analysis of finite volume scheme for nonlinear tensor anisotropic diffusion in image processing O Drblíková, K Mikula SIAM Journal on Numerical Analysis 46 (1), 37-60, 2007 | 49 | 2007 |

Simulation of anisotropic motion by mean curvature–comparison of phase-field and sharp-interface approaches M Beneš, K Mikula Acta Math. Univ. Comenianae 67 (1), 17-42, 1998 | 46 | 1998 |