I try to process line-based data using protege 5 and picture similar "regions" of a curve.
So I have a curve, which is deconstructed into portions of equal lengths in my ontology (class Portion, instances p_1, ... ,p_n). The portions are defined by their start- and endpoints (point_1, ... ,point_n+1), furthermore, the radius of the curve is stored in the ontology as data property of the instances (p_1, ... ,p_n). I managed to reason the adjacency relations between the different portions
hasStartPoint(p_2,point_2) o isEndpointOf(point_2,p_1) => isNextOf(p_2, p_1)
hasEndPoint(p_1,point_2) o isStartpointOf(point_2,p_2) => hasNext(p_1, p_2)
I also managed to create defined classes, storing portions with the same radius.
So here is my question: I want to reason the sets of portions (regions), which are adjecent and share the same curve radius. Then, i instances of a class Set should be created, for i different radius and non-adjecent sets, individuals (region1, ... ,regioni).
Here is the exemplary data I want to process: data I want to process
In other words: if a radius appears twice on the given line, and the portions of this radius are not adjacent, they should not be part of the same region. Further, regions should be created automatically when adding portions of different radius. The only idea I have, is to somehow traverse the set of portions with a loop over the isNext triplet, which requires some coding I guess, but I can't find anything alike here...
I hope, my problem is clear and I am happy to read if anybody has an idea on it.
Thank you in advance
Julian