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ORCIDGabor T. Herman
- > Home > Persons > Gabor T. Herman
Publications
- 2016
[j100]Krzysztof Chris Ciesielski, Gabor T. Herman, T. Yung Kong:
General Theory of Fuzzy Connectedness Segmentations. J. Math. Imaging Vis. 55(3): 304-342 (2016)- 2015
- [c42]Gabor T. Herman, T. Yung Kong, Krzysztof Chris Ciesielski:
Fuzzy Connectedness Segmentation: A Brief Presentation of the Literature. IWCIA 2015: 21-30 - 2014
- [c40]Lucas M. Oliveira, Gabor T. Herman, Tat Yung Kong, Paul Gottlieb, Al Katz:
Using a Topological Descriptor to Investigate Structures of Virus Particles. IWCIA 2014: 62-75 - 2012
- [j96]Gabor T. Herman, T. Yung Kong, Lucas M. Oliveira:
Tree representation of digital picture embeddings. J. Vis. Commun. Image Represent. 23(6): 883-891 (2012) - 2006
- [c36]Deniz Sariöz, T. Yung Kong, Gabor T. Herman:
History Trees as Descriptors of Macromolecular Structures. ISVC (1) 2006: 263-272 - 2005
- [j86]Bruno M. Carvalho
, Gabor T. Herman, T. Yung Kong:
Simultaneous fuzzy segmentation of multiple objects. Discret. Appl. Math. 151(1-3): 55-77 (2005) - 2004
- [j79]Sébastien Fourey, Gabor T. Herman, T. Yung Kong, Azriel Rosenfeld:
Preface. Discret. Appl. Math. 139(1-3): 1-3 (2004) - [j78]Sébastien Fourey, T. Yung Kong, Gabor T. Herman:
Generic axiomatized digital surface-structures. Discret. Appl. Math. 139(1-3): 65-93 (2004) - 2003
- [j74]Bruno M. Carvalho, Gabor T. Herman, T. Yung Kong:
Simultaneous Fuzzy Segmentation of Multiple Objects. Electron. Notes Discret. Math. 12: 3-22 (2003) - 2001
- [c25]Sébastien Fourey, T. Yung Kong, Gabor T. Herman:
Generic axiomatized digital surface-structures. IWCIA 2001: 73-92 - [c21]Sébastien Fourey, Gabor T. Herman, T. Yung Kong:
Preface. IWCIA 2001: 430-431 - [e1]Sébastien Fourey, Gabor T. Herman, T. Yung Kong:
8th International Workshop on Combinatorial Image Analysis, IWCIA 2001, Philadelphia, PA, USA, August 23-24, 2001. Electronic Notes in Theoretical Computer Science 46, Elsevier 2001 [contents] - 1998
- [j60]T. Yung Kong, Gabor T. Herman:
On which grids can tomographic equivalence of binary pictures be characterized in terms of elementary switching operations? Int. J. Imaging Syst. Technol. 9(2-3): 118-125 (1998)
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