Solution of dense systems of linear equations using cellular processors. - Kálmán Palágyi (Parcella, 1988)

A Parallel 12-Subiteration 3D Thinning Algorithm to Extract Medial Lines. - Kálmán Palágyi; Attila Kuba (CAIP, 1997)

A Thinning Algorithm to Extract Medial Lines from 3D Medical Images. - Kálmán Palágyi; Attila Kuba (IPMI, 1997)

A 3D 6-subiteration thinning algorithm for extracting medial lines. - Kálmán Palágyi; Attila Kuba (Pattern Recognit. Lett., 1998)

Directional 3D Thinning Using 8 Subiterations. - Kálmán Palágyi; Attila Kuba (DGCI, 1999)

A Parallel 3D 12-Subiteration Thinning Algorithm. - Kálmán Palágyi; Attila Kuba (Graph. Model. Image Process., 1999)

Point-Based Registration Assuming Affine Motion. - Attila Tanács; Gábor Czédli; Kálmán Palágyi; Attila Kuba (AFPAC, 2000)

A 3D 3-Subiteration Thinning Algorithm for Medial Surfaces. - Kálmán Palágyi (DGCI, 2000)

A Sequential 3D Thinning Algorithm and Its Medical Applications. - Kálmán Palágyi; Erich Sorantin; Emese Balogh; Attila Kuba; Csongor Halmai; Balázs Erdöhelyi; Klaus Hausegger (IPMI, 2001)

A 3D Parallel Shrinking Algorithm. - Kálmán Palágyi (Acta Cybern., 2001)

Affine matching of two sets of points in arbitrary dimensions. - Attila Tanács; Gábor Czédli; Kálmán Palágyi; Attila Kuba (Acta Cybern., 2001)

Segmentation, Skeletonization, and Branchpoint Matching - A Fully Automated Quantitative Evaluation of Human Intrathoracic Airway Trees. - Juerg Tschirren; Kálmán Palágyi; Joseph M. Reinhardt; Eric A. Hoffman; Milan Sonka (MICCAI (2), 2002)

Virtual dissection of the colon: technique and first experiments with artificial and cadaveric phantoms. - Emese Balogh; Erich Sorantin; László G. Nyúl; Kálmán Palágyi; Attila Kuba; Georg Werkgartner; Ekke Spuller (Image-Guided Procedures, 2002)

A 3-subiteration 3D thinning algorithm for extracting medial surfaces. - Kálmán Palágyi (Pattern Recognit. Lett., 2002)

Spiral CT based assessment of laryngotrachealstenoses with 3D image processing using a Skeletonisation algorithm. - Erich Sorantin; Csongor Halmai; Balázs Erdöhelyi; Kálmán Palágyi; Bernhard Geiger; Gerhard Friedrich; Karl Kiesel; Sven Loncaric (IEEE Trans. Medical Imaging, 2002)

Quantitative Analysis of Intrathoracic Airway Trees: Methods and Validation. - Kálmán Palágyi; Juerg Tschirren; Milan Sonka (IPMI, 2003)

Quantitative analysis of three-dimensional tubular tree structures. - Kálmán Palágyi; Juerg Tschirren; Milan Sonka (Image Processing, 2003)

Assessment of Intrathoracic Airway Trees: Methods and In Vivo Validation. - Kálmán Palágyi; Juerg Tschirren; Eric A. Hoffman; Milan Sonka (ECCV Workshops CVAMIA and MMBIA, 2004)

Liver segment approximation in CT data for surgical resection planning. - Reinhard Beichel; Thomas Pock; Christian Janko; Roman B. Zotter; Bernhard Reitinger; Alexander Bornik; Kálmán Palágyi; Erich Sorantin; Georg Werkgartner; Horst Bischof; Milan Sonka (Image Processing, 2004)

Matching and anatomical labeling of human airway tree. - Juerg Tschirren; Geoffrey McLennan; Kálmán Palágyi; Eric A. Hoffman; Milan Sonka (IEEE Trans. Medical Imaging, 2005)

Quantitative analysis of pulmonary airway tree structures. - Kálmán Palágyi; Juerg Tschirren; Eric A. Hoffman; Milan Sonka (Comput. Biol. Medicine, 2006)

A 3-Subiteration Surface-Thinning Algorithm. - Kálmán Palágyi (CAIP, 2007)

A Subiteration-Based Surface-Thinning Algorithm with a Period of Three. - Kálmán Palágyi (DAGM-Symposium, 2007)

Skeletonization Based on Metrical Neighborhood Sequences. - Attila Fazekas; Kálmán Palágyi; György Kovács 002; Gábor Németh (ICVS, 2008)

A 3D fully parallel surface-thinning algorithm. - Kálmán Palágyi (Theor. Comput. Sci., 2008)

Fully Parallel 3D Thinning Algorithms Based on Sufficient Conditions for Topology Preservation. - Kálmán Palágyi; Gábor Németh (DGCI, 2009)

An Order-Independent Sequential Thinning Algorithm. - Péter Kardos; Gábor Németh; Kálmán Palágyi (IWCIA, 2009)

Parallel Thinning Algorithms Based on Ronse's Sufficient Conditions for Topology Preservation. - Gábor Németh; Kálmán Palágyi (IWCIA Special Track on Applications, 2009)

Preface. - László G. Nyúl; Kálmán Palágyi (Discret. Appl. Math., 2009)

Topology Preserving Parallel Smoothing for 3D Binary Images. - Gábor Németh; Péter Kardos; Kálmán Palágyi (CompIMAGE, 2010)

Topology Preserving 3D Thinning Algorithms Using Four and Eight Subfields. - Gábor Németh; Péter Kardos; Kálmán Palágyi (ICIAR (1), 2010)

2D parallel thinning algorithms based on isthmus-preservation. - Gábor Németh; Kálmán Palágyi (ISPA, 2011)

On Topology Preservation for Hexagonal Parallel Thinning Algorithms. - Péter Kardos; Kálmán Palágyi (IWCIA, 2011)

A Family of Topology-Preserving 3D Parallel 6-Subiteration Thinning Algorithms. - Gábor Németh; Péter Kardos; Kálmán Palágyi (IWCIA, 2011)

2D Parallel Thinning and Shrinking Based on Sufficient Conditions for Topology Preservation. - Gábor Németh; Péter Kardos; Kálmán Palágyi (Acta Cybern., 2011)

Thinning combined with iteration-by-iteration smoothing for 3D binary images. - Gábor Németh; Péter Kardos; Kálmán Palágyi (Graph. Model., 2011)

Topology preserving parallel thinning algorithms. - Gábor Németh; Kálmán Palágyi (Int. J. Imaging Syst. Technol., 2011)

3D Parallel Thinning Algorithms Based on Isthmuses. - Gábor Németh; Kálmán Palágyi (ACIVS, 2012)

On order-independent sequential thinning. - Péter Kardos; Kálmán Palágyi (CogInfoCom, 2012)

Hexagonal parallel thinning algorithms based on sufficient conditions for topology preservation. - Péter Kardos; Kálmán Palágyi (CompIMAGE, 2012)

Binary Image Reconstruction from Two Projections and Skeletal Information. - Norbert Hantos; Péter Balázs; Kálmán Palágyi (IWCIA, 2012)

On Topology Preservation for Triangular Thinning Algorithms. - Péter Kardos; Kálmán Palágyi (IWCIA, 2012)

Deletion Rules for Equivalent Sequential and Parallel Reductions. - Kálmán Palágyi (CIARP (1), 2013)

Parallel thinning on the triangular grid. - Péter Kardos; Kálmán Palágyi (CogInfoCom, 2013)

On topology preservation in triangular, square, and hexagonal grids. - Péter Kardos; Kálmán Palágyi (ISPA, 2013)

Parallel 3D 12-Subiteration Thinning Algorithms Based on Isthmuses. - Kálmán Palágyi (ISVC (1), 2013)

Topology-preserving hexagonal thinning. - Péter Kardos; Kálmán Palágyi (Int. J. Comput. Math., 2013)

Topology-Preserving General Operators in Arbitrary Binary Pictures. - Kálmán Palágyi (CIARP, 2014)

2D Thinning Algorithms with Revised Endpixel Preservation. - Gábor Németh; Péter Kardos; Kálmán Palágyi (ICIAR (1), 2014)

A Sequential 3D Curve-Thinning Algorithm Based on Isthmuses. - Kálmán Palágyi (ISVC (2), 2014)

Sufficient Conditions for General 2D Operators to Preserve Topology. - Péter Kardos; Kálmán Palágyi (IWCIA, 2014)

Equivalent 2D Sequential and Parallel Thinning Algorithms. - Kálmán Palágyi (IWCIA, 2014)

Equivalent Sequential and Parallel Reductions in Arbitrary Binary Pictures. - Kálmán Palágyi (Int. J. Pattern Recognit. Artif. Intell., 2014)

Topology-preserving equivalent parallel and sequential 4-subiteration 2D thinning algorithms. - Kálmán Palágyi; Gábor Németh; Péter Kardos (ISPA, 2015)

Equivalent Sequential and Parallel Subiteration-Based Surface-Thinning Algorithms. - Kálmán Palágyi; Gábor Németh; Péter Kardos (IWCIA, 2015)

Binary image reconstruction from a small number of projections and the morphological skeleton. - Norbert Hantos; Szabolcs Iván; Péter Balázs; Kálmán Palágyi (Ann. Math. Artif. Intell., 2015)

Topology preservation on the triangular grid. - Péter Kardos; Kálmán Palágyi (Ann. Math. Artif. Intell., 2015)

Unified Characterization of P-Simple Points in Triangular, Square, and Hexagonal Grids. - Péter Kardos; Kálmán Palágyi (CompIMAGE, 2016)

P-Simple Points and General-Simple Deletion Rules. - Kálmán Palágyi (DGCI, 2016)

A Single-Step 2D Thinning Scheme with Deletion of P-Simple Points. - Kálmán Palágyi; Péter Kardos (CIARP, 2017)

Simplifier Points in 2D Binary Images. - Kálmán Palágyi (IWCIA, 2017)

On topology preservation of mixed operators in triangular, square, and hexagonal grids. - Péter Kardos; Kálmán Palágyi (Discret. Appl. Math., 2017)

A pair of equivalent sequential and fully parallel 3D surface-thinning algorithms. - Kálmán Palágyi; Gábor Németh (Discret. Appl. Math., 2017)

Maximal P-simple Sets on (8, 4) Pictures. - Péter Kardos; Kálmán Palágyi (CompIMAGE, 2018)

Endpoint-Based Thinning with Designating Safe Skeletal Points. - Kálmán Palágyi; Gábor Németh (CompIMAGE, 2018)

Fixpoints of Iterated Reductions with Equivalent Deletion Rules. - Kálmán Palágyi; Gábor Németh (IWCIA, 2018)

How Sufficient Conditions are Related for Topology-Preserving Reductions. - Kálmán Palágyi (Acta Cybern., 2018)

Centerline Extraction from 3D Airway Trees Using Anchored Shrinking. - Kálmán Palágyi; Gábor Németh (ISVC (2), 2019)

Synapse-Aware Skeleton Generation for Neural Circuits. - Brian Matejek; Donglai Wei 001; Xueying Wang 002; Jinglin Zhao; Kálmán Palágyi; Hanspeter Pfister (MICCAI (1), 2019)

k-Attempt Thinning. - Kálmán Palágyi; Gábor Németh (IWCIA, 2020)

1-Attempt Subfield-Based Parallel Thinning. - Kálmán Palágyi; Gábor Németh (ISPA, 2021)

Subfield-based Parallel Kernel-thinning Algorithms on the BCC Grid. - Gábor Karai; Péter Kardos; Kálmán Palágyi (ICPRAM, 2022)

1-Attempt 4-Cycle Parallel Thinning Algorithms. - Kálmán Palágyi; Gábor Németh (ICPRAM, 2022)

Sufficient Conditions for Topology-Preserving Parallel Reductions on the BCC Grid. - Kálmán Palágyi; Gábor Karai; Péter Kardos (IWCIA, 2022)

1-Attempt parallel thinning. - Kálmán Palágyi; Gábor Németh (J. Comb. Optim., 2022)

Scalable Biologically-Aware Skeleton Generation for Connectomic Volumes. - Brian Matejek; Tim Franzmeyer; Donglai Wei 001; Xueying Wang 002; Jinglin Zhao; Kálmán Palágyi; Jeff W. Lichtman; Hanspeter Pfister (IEEE Trans. Medical Imaging, 2022)

Topology-Preserving Reductions on (18, 12) Pictures of the Face-Centered Cubic Grid. - Gábor Karai; Péter Kardos; Kálmán Palágyi (ICPRAM, 2023)

1-Attempt and Equivalent Thinning on the Hexagonal Grid. - Kálmán Palágyi (DGMM, 2024)

Sufficient Conditions for Topology-Preserving Parallel Reductions on the Face-Centered Cubic Grid. - Gábor Karai; Péter Kardos; Kálmán Palágyi (J. Math. Imaging Vis., 2024)

Correction: Sufficient Conditions for Topology-Preserving Parallel Reductions on the Face-Centered Cubic Grid. - Gábor Karai; Péter Kardos; Kálmán Palágyi (J. Math. Imaging Vis., 2024)

Subfield-Based 1-Attempt Parallel Thinning Algorithms on the Hexagonal Grid. - Kálmán Palágyi (IbPRIA, 2025)