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In this paper we introduce a new calculus about oriented points which has a scalable granularity. In this calculus, named OPRA, simple rules can generate the ...
Nov 17, 2000 · We focus on reasoning about topological relations for which two approaches can be found in the literature: region-based approaches, for which ...
Abstract. Qualitative spatial reasoning (QSR) has many and varied applications among which reasoning about cartographic entities. We focus on reasoning.
Amar Isli, Lledó Museros Cabedo, Thomas Barkowsky, Reinhard Moratz: A Topological Calculus for Cartographic Entities. Spatial Cognition 2000: 225-238.
Apr 5, 2016 · Today's post is the seventh in a year-long series called,”Computing Space,” which highlights new mapping technologies and new areas for cartographic innovation.
Video for A Topological Calculus for Cartographic Entities.
Duration: 14:47
Posted: Oct 26, 2022
Missing: Topological Entities.
If f : X −→ Y is a cellular map, it induces maps Xn/Xn−1 −→ Y n/Y n−1 that commute up to homotopy with the topological boundary maps and so induce.
Mar 8, 2017 · Abstract page for arXiv paper 1703.02665: Algebraic and topological properties of big mapping class groups.
This chapter summarizes the ongoing research on topological spatial reasoning using the Region Connection Calculus and addresses representational issues, ...
Jan 14, 2019 · The measure m is well-defined, because if | A' = 'B', then A and B differ by a set of measure zero, so /x(A) = jjl(B). Proposition 4 m is ...