Titlebook: Geometry of Digital Spaces; Gabor T. Herman Textbook 1998 Birkhäuser Boston 1998 Connected space.Geometry.Graph.Graph theory.Sim.Spaces.al

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Boundary Tracking, of this, we show that there is a “one-size-fits-all” algorithm which, given a binary picture over a finitary 1-simply connected digital space and a boundary face between a 1-spel and a 0-spel, will return the set of all boundary faces between the component of 1-spels containing the given 1-spel and

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2296-5009 uation coefficient in slices through the body. (Since different tissue types attenuate X-rays differently, such maps provide a good visualization of what is in 978-1-4612-8669-1978-1-4612-4136-2Series ISSN 2296-5009 Series E-ISSN 2296-5017

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Digital Spaces,in digital geometry. We need a framework appropriate for a mathematical treatment of the intuitive notion of a “surface with a connected inside and a connected outside” (a “Jordan surface”) in the discrete multidimensional environment.

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Verschiedene Entwicklungen reeller Zahlen,After our brief excursion into matters which had to do with topology in the classical sense, we return to our main topic: the geometry of digital spaces. In fact, this is not quite correct; we return to digital spaces, but what we do with them in this chapter may be considered a departure from “geometry.”

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Binary Pictures,After our brief excursion into matters which had to do with topology in the classical sense, we return to our main topic: the geometry of digital spaces. In fact, this is not quite correct; we return to digital spaces, but what we do with them in this chapter may be considered a departure from “geometry.”

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978-1-4612-8669-1Birkhäuser Boston 1998

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Geometry of Digital Spaces978-1-4612-4136-2Series ISSN 2296-5009 Series E-ISSN 2296-5017

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