2019
DOI: 10.1007/978-3-030-21485-2_15
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Embedding RCC8D in the Collective Spatial Logic CSLCS

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Cited by 7 publications
(2 citation statements)
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“…For the general definition on socalled closure spaces, and the link between (multi-dimensional) images, graphs, closure spaces and topological spatial logics we refer the reader to [16,3,10]. The syntax of the logic we use in this paper is its most up-to-date rendition, where the surrounded connective from [16] is a derived one, whereas reachability is primitive, as in [4,17,20]. Given set P of atomic predicates, with p ∈ P , the syntax of the logic is described by the following grammar:…”
Section: The Spatial Logic Slcsmentioning
confidence: 99%
See 1 more Smart Citation
“…For the general definition on socalled closure spaces, and the link between (multi-dimensional) images, graphs, closure spaces and topological spatial logics we refer the reader to [16,3,10]. The syntax of the logic we use in this paper is its most up-to-date rendition, where the surrounded connective from [16] is a derived one, whereas reachability is primitive, as in [4,17,20]. Given set P of atomic predicates, with p ∈ P , the syntax of the logic is described by the following grammar:…”
Section: The Spatial Logic Slcsmentioning
confidence: 99%
“…From the basic operators, several interesting notions can be derived, such as interior (corresponding to the imaging primitive of erosion), surroundedness, contact between regions (see also [17], encoding the discrete Region Calculus RCC8D of [29] in a variant of SLCS).…”
Section: The Spatial Logic Slcsmentioning
confidence: 99%