00528nas a2200145 4500008004100000245005100041210005100092260004600143300001300189100002300202700002300225700002400248700001900272856009100291 2014 eng d00aEquivalent 2D sequential and parallel thinning0 aEquivalent 2D sequential and parallel thinning aBrno, Czech RepublicbSpringer cMay 2014 a91 - 1001 aPalágyi, Kálmán1 aBarneva, Reneta, P1 aBrimkov, Valentin E1 aŠlapal, Josef uhttps://www.inf.u-szeged.hu/publication/equivalent-2d-sequential-and-parallel-thinning00495nas a2200145 4500008004100000245004400041210004400085260005500129300001400184100001600198700002300214700002500237700001900262856006800281 2014 eng d00aSmoothing Filters in the DART Algorithm0 aSmoothing Filters in the DART Algorithm aMay 2014, Brno, Czech RepublicbSpringercMay 2014 a224 - 2371 aNagy, Antal1 aBarneva, Reneta, P1 aBrimkov, Valentin, E1 aŠlapal, Josef uhttp://link.springer.com/chapter/10.1007%2F978-3-319-07148-0_2001195nas a2200205 4500008004100000020002200041022002200063245007200085210006900157260005100226300001400277490000900291520053000300100001900830700002300849700002300872700002400895700001900919856005100938 2014 eng d a978-3-319-07147-3 a978-3-319-07147-300aSufficient conditions for general 2D operators to preserve topology0 aSufficient conditions for general 2D operators to preserve topol aMay 2014, Brno, Czech RepublicbSpringerc2014 a101 - 1120 v84663 a
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.
1 aKardos, Péter1 aPalágyi, Kálmán1 aBarneva, Reneta, P1 aBrimkov, Valentin E1 aŠlapal, Josef uhttp://dx.doi.org/10.1007/978-3-319-07148-0_10