Karol Mikula - RankMe

Year	Rank	Type	Title / Venue / Authors
2025	J	`jnl`	A Graph Diffusion Algorithm for Lexical Similarity Evaluation. CoRR Karol Mikula, Mariana Remesíková
2025	J	`jnl`	Eikonal boundary condition for level set method. CoRR Jooyoung Hahn, Karol Mikula, Peter Frolkovic
2025	J	`jnl`	Mathematical and numerical methods for understanding immune cell motion during wound healing. CoRR Giulia Lupi, Seol Ah Park, Martin Ambroz, Resul Ozbilgic, Mai Nguyen Chi, Georges Lutfalla, Karol Mikula
2025	J	`jnl`	NaturaSat computational tools for supporting hydrological modelling in environmental study and control. Int. J. Comput. Commun. Control Michal Kollár, Ivana Piacková, Juraj Papco, Mária Sibíková, Jozef Sibik, Karol Mikula
2024	J	`jnl`	Laplacian regularized eikonal equation with Soner boundary condition on polyhedral meshes. Comput. Math. Appl. Jooyoung Hahn, Karol Mikula, Peter Frolkovic
2023	J	`jnl`	Laplacian regularized eikonal equation with Soner boundary condition on polyhedral meshes. CoRR Jooyoung Hahn, Karol Mikula, Peter Frolkovic
2023	J	`jnl`	Multichannel segmentation of planar point clouds using evolving curves. Comput. Appl. Math. Lukás Tomek, Branislav Beran, Ján Erdélyi, Richard Honti, Karol Mikula
2023	—	`conf`	Natural Numerical Networks on Directed Graphs in Satellite Image Classification. SSVM Karol Mikula, Michal Kollár, Aneta A. Ozvat, Mária Sibíková, Lucia Cahojová
2023	J	`jnl`	Segmentation based tracking of cells in 2D+time microscopy images of macrophages. CoRR Seol Ah Park, Tamara Sipka, Zuzana Krivá, George Lutfalla, Mai Nguyen-Chi, Karol Mikula
2023	J	`jnl`	Segmentation-based tracking of macrophages in 2D＋time microscopy movies inside a living animal. Comput. Biol. Medicine Seol Ah Park, Tamara Sipka, Zuzana Krivá, George Lutfalla, Mai Nguyen-Chi, Karol Mikula
2022	J	`jnl`	Macrophages trajectories smoothing by evolving curves. CoRR Giulia Lupi, Karol Mikula, Seol Ah Park
2021	J	`jnl`	4D Segmentation Algorithm with application to 3D+time Image Segmentation. CoRR Markjoe Olunna Uba, Karol Mikula, Seol Ah Park
2021	J	`jnl`	Direct simple computation of middle surface between 3D point clouds and/or discrete surfaces by tracking sources in distance function calculation algorithms. CoRR Balázs Kósa, Karol Mikula
2021	J	`jnl`	NaturaSat - A Software Tool for Identification, Monitoring and Evaluation of Habitats by Remote Sensing Techniques. Remote. Sens. Karol Mikula, Mária Sibíková, Martin Ambroz, Michal Kollár, Aneta A. Ozvat, Jozef Urbán, Ivan Jarolimek, Jozef Sibik
2021	J	`jnl`	Natural Numerical Networks for Natura 2000 habitats classification by satellite images. CoRR Karol Mikula, Michal Kollár, Aneta A. Ozvat, Martin Ambroz, Lucia Cahojová, Ivan Jarolimek, Jozef Sibik, Mária Sibíková
2021	J	`jnl`	What was the river Ister in the time of Strabo? A mathematical approach. CoRR Karol Mikula, Martin Ambroz, Renata Mokosova
2019	J	`jnl`	Design and analysis of finite volume methods for elliptic equations with oblique derivatives; application to Earth gravity field modelling. J. Comput. Phys. Jérôme Droniou, Matej Medl'a, Karol Mikula
2019	J	`jnl`	Iterative inflow-implicit outflow-explicit finite volume scheme for level-set equations on polyhedron meshes. Comput. Math. Appl. Jooyoung Hahn, Karol Mikula, Peter Frolkovic, Matej Medl'a, Branislav Basara
2019	J	`jnl`	Numerical modeling of wildland surface fire propagation by evolving surface curves. Adv. Comput. Math. Martin Ambroz, Martin Balazovjech, Matej Medl'a, Karol Mikula
2018	J	`jnl`	Semi-implicit second order schemes for numerical solution of level set advection equation on Cartesian grids. Appl. Math. Comput. Peter Frolkovic, Karol Mikula
2017	J	`jnl`	Inflow-Based Gradient Finite Volume Method for a Propagation in a Normal Direction in a Polyhedron Mesh. J. Sci. Comput. Jooyoung Hahn, Karol Mikula, Peter Frolkovic, Branislav Basara
2016	J	`jnl`	Adaptive cell-centered finite volume method for diffusion equations on a consistent quadtree grid. Adv. Comput. Math. Zuzana Krivá, Angela Handlovicová, Karol Mikula
2016	—	`conf`	Cell Lineage Tree Reconstruction from Time Series of 3D Images of Zebrafish Embryogenesis. ACCV Workshops (2) Robert Spir, Karol Mikula, Nadine Peyriéras
2015	—	`conf`	Reconstruction of Surfaces from Point Clouds Using a Lagrangian Surface Evolution Model. SSVM Patrik Daniel, Matej Medl'a, Karol Mikula, Mariana Remesíková
2014	J	`jnl`	A new tangentially stabilized 3D curve evolution algorithm and its application in virtual colonoscopy. Adv. Comput. Math. Karol Mikula, Jozef Urbán
2014	J	`jnl`	Manifold Evolution with Tangential Redistribution of Points. SIAM J. Sci. Comput. Karol Mikula, Mariana Remesíková, Peter Sarkoci, Daniel Sevcovic
2011	—	`conf`	3D Curve Evolution Algorithm with Tangential Redistribution for a Fully Automatic Finding of an Ideal Camera Path in Virtual Colonoscopy. SSVM Karol Mikula, Jozef Urbán
2011	J	`jnl`	A Higher Order Scheme for a Tangentially Stabilized Plane Curve Shortening Flow with a Driving Force. SIAM J. Sci. Comput. Martin Balazovjech, Karol Mikula
2011	—	`conf`	New robust algorithm for tracking cells in videos of drosophila morphogenesis based on finding an ideal path in segmented spatio-temporal cellular structures. EMBC Yohanns Bellaiche, Floris Bosveld, Francois Graner, Karol Mikula, Mariana Remesíková, Michal Smísek
2011	J	`jnl`	Segmentation of 3D cell membrane images by PDE methods and its applications. Comput. Biol. Medicine Karol Mikula, Nadine Peyriéras, Mariana Remesíková, Olga Stasová
2010	J	`jnl`	3D early embryogenesis image filtering by nonlinear partial differential equations. Medical Image Anal. Zuzana Krivá, Karol Mikula, Nadine Peyriéras, Barbara Rizzi, Alessandro Sarti, Olga Stasová
2010	J	`jnl`	4D Embryogenesis image analysis using PDE methods of image processing. Kybernetika Paul Bourgine, Róbert Cunderlík, Olga Stasová, Karol Mikula, Mariana Remesíková, Nadine Peyriéras, Barbara Rizzi, Alessandro Sarti
2010	J	`jnl`	A New Level Set Method for Motion in Normal Direction Based on a Semi-Implicit Forward-Backward Diffusion Approach. SIAM J. Sci. Comput. Karol Mikula, Mario Ohlberger
2010	J	`jnl`	Cells Segmentation From 3-D Confocal Images of Early Zebrafish Embryogenesis. IEEE Trans. Image Process. Cecilia Zanella, Matteo Campana, Barbara Rizzi, Camilo Melani, Gonzalo Sanguinetti, Paul Bourgine, Karol Mikula, Nadine Peyriéras, Alessandro Sarti
2010	J	`jnl`	Preface. Kybernetika Peter Frolkovic, Karol Mikula
2009	—	`conf`	Extraction of the Intercellular Skeleton from 2D Images of Embryogenesis Using Eikonal Equation and Advective Subjective Surface Method. SSVM Paul Bourgine, Peter Frolkovic, Karol Mikula, Nadine Peyriéras, Mariana Remesíková
2009	J	`jnl`	Finite Volume Schemes for the Generalized Subjective Surface Equation in Image Segmentation. Kybernetika Karol Mikula, Mariana Remesíková
2009	—	`conf`	The Nonlinear Tensor Diffusion in Segmentation of Meaningful Biological Structures from Image Sequences of Zebrafish Embryogenesis. SSVM Olga Drblíková, Karol Mikula, Nadine Peyriéras
2007	J	`jnl`	Convergence Analysis of Finite Volume Scheme for Nonlinear Tensor Anisotropic Diffusion in Image Processing. SIAM J. Numer. Anal. Olga Drblíková, Karol Mikula
2007	J	`jnl`	Counting number of cells and cell segmentation using advection-diffusion equations. Kybernetika Peter Frolkovic, Karol Mikula, Nadine Peyriéras, Alex Sarti
2007	J	`jnl`	Gravimetric quasigeoid in Slovakia by the finite element method. Kybernetika Zuzana Fasková, Karol Mikula, Róbert Cunderlík, Juraj Janák, Michal Sprlák
2007	J	`jnl`	High-Resolution Flux-Based Level Set Method. SIAM J. Sci. Comput. Peter Frolkovic, Karol Mikula
2006	J	`jnl`	Semi-Implicit Covolume Method in 3D Image Segmentation. SIAM J. Sci. Comput. Stefania Corsaro, Karol Mikula, Alessandro Sarti, Fiorella Sgallari
2003	J	`jnl`	Semi-implicit complementary volume scheme for solving level set like equations in image processing and curve evolution. Numerische Mathematik Angela Handlovicová, Karol Mikula, Fiorella Sgallari
2002	J	`jnl`	An Adaptive Finite Volume Scheme for Solving Nonlinear Diffusion Equations in Image Processing. J. Vis. Commun. Image Represent. Zuzana Krivá, Karol Mikula
2002	J	`jnl`	Evolutionary partial differential equations for biomedical image processing. J. Biomed. Informatics Alessandro Sarti, Karol Mikula, Fiorella Sgallari, Claudio Lamberti
2002	J	`jnl`	Variational Numerical Methods for Solving Nonlinear Diffusion Equations Arising in Image Processing. J. Vis. Commun. Image Represent. Angela Handlovicová, Karol Mikula, Fiorella Sgallari
2001	J	`jnl`	Evolution of Plane Curves Driven by a Nonlinear Function of Curvature and Anisotropy. SIAM J. Appl. Math. Daniel Sevcovic, Karol Mikula
2001	J	`jnl`	Semi-implicit finite volume scheme for solving nonlinear diffusion equations in image processing. Numerische Mathematik Karol Mikula, Narisoa Ramarosy
1999	J	`jnl`	Nonlinear Multiscale Analysis of 3D Echocardiographic Sequences. IEEE Trans. Medical Imaging Alessandro Sarti, Karol Mikula, Fiorella Sgallari
1997	—	`conf`	Slowed Anisotropic Diffusion. Scale-Space Jozef Kacur, Karol Mikula
1996	J	`jnl`	Evolution of Convex Plane Curves Describing Anisotropic Motions of Phase Interfaces. SIAM J. Sci. Comput. Karol Mikula, Jozef Kacur

Decompile flag: True
Repo: test
Selected modules: all
Dry run mode: True
S3 solo mode: None
Nomad job mode: False
Local mode with path: ../../samples/cmd-x64
Number of CPU cores: 8
Number of parallel processes: 4

Processing batch 1/1
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'FreeStr(rax_8, rdx_5)', 'rcx_3, arg2, arg3, arg4 = FreeStr(rcx_3, arg2)', 'FreeStr(rax_3, rdx_1)', 'return FreeStr(arg5, rdx_2) __tailcall', 'FreeStr(lpFileName, GetDir(&CurDrvDir, 0x104, 0))', 'FreeStr(rax_34, rdx_14)', 'FreeStr(rax_5, rdx_3)', 'FreeStr(arg6, rdx_2)', 'void* rdx_4 = FreeStr(arg5, FreeStr(arg6, rdx_2))', 'FreeStr(rax_1[1], rdx_4)', 'FreeStr(rax_1, FreeStr(rax_1[1], rdx_4))', 'FreeStr(rax, FreeStr(rax_1, FreeStr(rax_1[1], rdx_4)))', 'void* rdx_12 = FreeStr(arg7, rdx_11)', 'void* rdx_13 = FreeStr(arg8, rdx_12)', 'rdx_2 = FreeStr(rax_11, rdx_13)', 'rcx_2, rdx, r8_1 = FreeStr(*(arg3 + 0x28), entry_rdx)', 'void* rdx_1 = FreeStr(arg7[1], arg2)', 'void* rdx_2 = FreeStr(*rbp_1, rdx_1)', 'FreeStr(rbp_1[1], rdx_2)', 'rdx_1 = FreeStr(rbp_1, FreeStr(rbp_1[1], rdx_2))', 'return FreeStr(arg7, rdx_5) __tailcall', 'return FreeStr(arg4, rdx_4) __tailcall', 'entry_r8 = FreeStr(lpConsoleTitle, entry_rdx)', 'r8_2 = FreeStr(lpConsoleTitle, i_1)', 'void* rdx_4 = FreeStr(i[1], rdx_2)', 'void* rdx_5 = FreeStr(*rbp_1, rdx_4)', 'FreeStr(rbp_1[1], rdx_5)', 'rdx_4 = FreeStr(rbp_1, FreeStr(rbp_1[1], rdx_5))', 'rcx_9, rdx_2, r8_2 = FreeStr(*(arg1 + 0x28), rdx)', 'FreeStr(arg2, entry_rdx)', 'FreeStr(rbp_1, rdx_2)', 'rcx_5, rdx_2, r8_1 = FreeStr(rax_3, rdx_1)', 'r8 = FreeStr(arg3, rdx_1)', 'FreeStr(arg1, rdx_2)', 'r8_7, r9_5 = FreeStr(pSecurityDescriptor, rdx_15)', 'FreeStr(rax_24, WriteFmtString(arg3, u"%s", rax_24))', 'FreeStr(rax, rdx_2)', 'void* rdx_8 = FreeStr(i_2[1], rdx_5)', 'void* rdx_9 = FreeStr(*rbp_1, rdx_8)', 'FreeStr(rbp_1[1], rdx_9)', 'rdx_8 = FreeStr(rbp_1, FreeStr(rbp_1[1], rdx_9))', 'FreeStr(i_3, rdx_8)', 'return FreeStr(arg7, rdx_4) __tailcall', 'FreeStr(arg6, rdx_2)', 'rdx_4 = FreeStr(arg5, FreeStr(arg6, rdx_2))', 'void* rdx_14 = FreeStr(i[1], rdx_6)', 'void* rdx_15 = FreeStr(*rbp_2, rdx_14)', 'FreeStr(rbp_2[1], rdx_15)', 'rdx_14 = FreeStr(rbp_2, FreeStr(rbp_2[1], rdx_15))', 'FreeStr(i_1, rdx_14)', 'FreeStr(rax_5, rdx_6)', 'FreeStr(lpFileName, rdx_10)', 'FreeStr(rax_2, rdx_2)', 'FreeStr(rax_2, rdx_4)', 'return FreeStr(lpMultiByteStr, SetErrorMode(uMode))', 'FreeStr(r13, rdx_1)', 'FreeStr(rsi, FreeStr(r13, rdx_1))', 'FreeStr(result, rdx)', 'arg3 = FreeStr(rax_3, rdx_2)', 'FreeStr(rax_7, rdx_7)', 'FreeStr(_Str, FreeStr(rax_7, rdx_7))', 'FreeStr(rsi, rdx_1)', 'FreeStr(r13, FreeStr(rsi, rdx_1))', 'arg3 = FreeStr(rax_5, rdx_1)', 'rdx_6 = FreeStr(rax_12, rdx_10)', 'FreeStr(_Str, rdx_6)', 'FreeStr(rax, rdx)', 'void* rdx_10 = FreeStr(*(rbx_1 + 0x28), rdx_4)', 'FreeStr(*(rbx_1 + 8), rdx_10)', 'FreeStr(rbx_1, FreeStr(*(rbx_1 + 8), rdx_10))', 'FreeStr(result, rdx_2)', 'void* rdx = FreeStr(*(arg2 + 0x30), arg2)', 'FreeStr(*(arg2 + 0x28), rdx)', 'void* rdx = FreeStr(*(arg2 + 0x30), arg2)', 'FreeStr(*(arg2 + 0x38), rdx)', 'FreeStr(*(arg2 + 0x80), arg2)', 'FreeStr(*(arg2 + 0x38), arg2)', 'FreeStr(rax, rdx)'], 'functions_call': ['if (DHead_1 != arg1 - 0x10)', 'return sub_4ad0108b(DHead_1, arg2) __tailcall', 'return sub_4ad0108b(DHead_1, arg2) __tailcall'], 'flattened_score': 0.0, 'mba_score': 0.0, 'disassembled_function_hash': 'c89e8da195a8271f78fca5b2f88789348ba91afb0126487aaaf05c3b93e26f47'}, {'decompiled_function_hash': '072503ee8b108e9b0f14ef3c97de04931ccbb1de86b181bb8798111755122d9f', 'decompiled_function': 'if (arg2 == 0)\n    return sub_4ad035ed() __tailcall\n\nif (GotoFlag != 0)\n    return sub_4ad035ed() __tailcall\n\nif (*arg2 == 0x2d)\n    return sub_4ad035ed() __tailcall\n\nif (fDelayedExpansion != 0)\n    int64_t var_68[0xc]\n    memset(&var_68, 0, 0x60)\n    int32_t rax_4\n    int64_t rcx_2\n    int64_t rdx_1\n    int64_t r8_1\n    rax_4, rcx_2, rdx_1, r8_1 = DelayedEnvVarSub(arg2, &var_68, 0)\n    \n    if (rax_4 != 0)\n        if (fDelayedExpansion != 0 && arg2 != 0)\n            r8_1.b = 1\n            rcx_2, rdx_1, r8_1 = DelayedEnvVarSub(arg2, &var_68, r8_1)\n        \n        return sub_4ad011bc(rcx_2, rdx_1, r8_1) __tailcall\n\nif (arg1 == 1)\n    return sub_4ad0a7c0(arg2, 1) __tailcall\n\nif (*arg2 == 0)\n    return sub_4ad01a28(arg2, 1, arg1) __tailcall\n\nif (*arg2 == 0x33)\n    return sub_4ad01a28(arg2, 1, arg1) __tailcall\n\nif (*arg2 == 0x3b)\n    return sub_4ad01a28(arg2, 1, arg1) __tailcall\n\nif (*arg2 == 0x3c)\n    return sub_4ad01a28(arg2, 1, arg1) __tailcall\n\nif (*arg2 == 0)\n    int32_t rax_16\n    int64_t rcx_13\n    int64_t rdx_10\n    int32_t* rbx_1\n    int64_t r8_9\n    rax_16, rcx_13, rdx_10, rbx_1, r8_9 = FindFixAndRun(arg2)\n    return sub_4ad01182(rcx_13, rdx_10, r8_9, rax_16, rbx_1) __tailcall\n\nint32_t rax_13\nint64_t rcx_9\nint64_t rdx_7\nint64_t r8_7\nrax_13, rcx_9, rdx_7, r8_7 = (&data_4ad37388)[sx.q(*arg2) * 4](arg2)\nreturn sub_4ad01182(rcx_9, rdx_7, r8_7, rax_13, arg2) __tailcall', 'decompiled_function_name': 'Dispatch', 'decompiled_function_prototype': 'int64_t Dispatch(int32_t arg1, int32_t* arg2)', 'decompiled_function_address': 1255149772, 'function_type': 'USER', 'functions_caller': ['result, rcx = Dispatch(0, *(arg1 + 0x70))', 'Dispatch(0, *(arg2 + 0x78))', 'return Dispatch(0, rdx_1)', 'int32_t rax_15 = Dispatch(0, rax_14)', 'Dispatch(0, rax_19)', 'int32_t rax_4 = Dispatch(1, rsi)', 'int32_t rax_8 = Dispatch(1, rbp)', 'Dispatch(0, arg1)', 'int32_t result = Dispatch(0, *(arg1 + 0x70))', 'return Dispatch(0, rdx_1