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- W1635372392 abstract "We present a family of spatio-temporal theories suitable for continuous spatial change in general, and for continuous motion of spatial scenes in particular. The family is obtained by spatio-temporalising the well-known ALC(D) family of Description Logics (DLs) with a concrete domain D, as follows, where TCSPs denotes Temporal Constraint Satisfaction Problems, a well-known constraint-based framework: (1) temporalisation of the roles, so that they consist of TCSP constraints (specifically, of an adaptation of TCSP constraints to interval variables); and (2) spatialisation of the concrete domain D: the concrete domain is now $D_x$, and is generated by a spatial Relation Algebra (RA) $x$, in the style of the Region-Connection Calculus RCC8. We assume durative truth (i.e., holding during a durative interval). We also assume the homogeneity property (if a truth holds during a given interval, it holds during all of its subintervals). Among other things, these assumptions raise the conflicting problem of overlapping truths, which the work solves with the use of a specific partition of the 13 atomic relations of Allen's interval algebra." @default.
- W1635372392 created "2016-06-24" @default.
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- W1635372392 date "2004-09-24" @default.
- W1635372392 modified "2023-09-27" @default.
- W1635372392 title "An ALC(D)-based combination of temporal constraints and spatial constraints suitable for continuous (spatial) change" @default.
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