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  • In the article, there has been studied the problem of reversibility of Minkowski difference (also called Pontryagin difference). The problem of reversibility means whether there holds or not the identity (A-M)+M=A for a given pair of sets A,M. In the article there has been used the generalized Laguerre geometry defined at former conferences GCG. Moreover there has been introduced the characterization theorem giving the relationship between the reversibility of Minkowski Difference and existence of a representation satisfying certain conditions.
  • In the article, there has been studied the problem of reversibility of Minkowski difference (also called Pontryagin difference). The problem of reversibility means whether there holds or not the identity (A-M)+M=A for a given pair of sets A,M. In the article there has been used the generalized Laguerre geometry defined at former conferences GCG. Moreover there has been introduced the characterization theorem giving the relationship between the reversibility of Minkowski Difference and existence of a representation satisfying certain conditions. (en)
Title
  • Reversibility of Minkowski Difference via Generalized Laguerre Geometry
  • Reversibility of Minkowski Difference via Generalized Laguerre Geometry (en)
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  • Reversibility of Minkowski Difference via Generalized Laguerre Geometry
  • Reversibility of Minkowski Difference via Generalized Laguerre Geometry (en)
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  • RIV/49777513:23520/07:00502877!RIV10-MSM-23520___
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  • RIV/49777513:23520/07:00502877
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  • Minkowski sum; Minkowski difference; Pontryagin difference; reversibility; generalized Laguerre geometry; representation; GMAT; medial axis transform (en)
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