%0 Book Section %B Combinatorial Image Analysis %D 2014 %T Equivalent 2D sequential and parallel thinning %A Kálmán Palágyi %E Reneta P Barneva %E Valentin E Brimkov %E Josef Šlapal %B Combinatorial Image Analysis %I Springer %C Brno, Czech Republic %P 91 - 100 %8 May 2014 %G eng %9 Conference paper %0 Book Section %B Combinatorial Image Analysis %D 2014 %T Smoothing Filters in the DART Algorithm %A Antal Nagy %E Reneta P Barneva %E Valentin E Brimkov %E Josef Šlapal %B Combinatorial Image Analysis %I Springer %C May 2014, Brno, Czech Republic %P 224 - 237 %8 May 2014 %G eng %U http://link.springer.com/chapter/10.1007%2F978-3-319-07148-0_20 %9 Conference paper %R 10.1007/978-3-319-07148-0_20 %0 Book Section %B Combinatorial Image Analysis %D 2014 %T Sufficient conditions for general 2D operators to preserve topology %A Péter Kardos %A Kálmán Palágyi %E Reneta P Barneva %E Valentin E Brimkov %E Josef Šlapal %X

An important requirement for various applications of binary image processing is to preserve topology. This issue has been earlier studied for two special types of image operators, namely, reductions and additions, and there have been some sufficient conditions proposed for them. In this paper, as an extension of those earlier results, we give novel sufficient criteria for general operators working on 2D pictures.

 

%B Combinatorial Image Analysis %S Lecture Notes in Computer Science %I Springer %C May 2014, Brno, Czech Republic %V 8466 %P 101 - 112 %8 2014 %@ 978-3-319-07147-3 %G eng %U http://dx.doi.org/10.1007/978-3-319-07148-0_10 %9 Conference paper %! Conference Paper %R 10.1007/978-3-319-07148-0_10