I wonder if there is somewhere an explanation for the parameters that can be set when running the Algorithm "Join Attributes by Location"
in QGIS 2.18.
I had a look here:
but there is no explanation. Any hints?
I wonder if there is somewhere an explanation for the parameters that can be set when running the Algorithm "Join Attributes by Location"
in QGIS 2.18.
I had a look here:
but there is no explanation. Any hints?
Join Attributes by Location
concatenates the following set of methods to compare geometries:
intersects if the intersection of both geometries is not empty
contains if the second geometry is completely contained into the first one
disjoint if the intersection of both geometries is the empty set
equals if they are spatially identical
touches if the only points in common between both geometries lie in the union of their boundaries
overlaps if the intersection of both geometries results in a value of the same dimension of both geometries and is different from both the first and the second geometry
within if the first geometry is completely contained into the second one
crosses if the intersection of both geometries results in a value whose dimension is less than the maximum dimension of both geometries and the intersection value includes points interior to both geometries, and the intersection value is not equal to either the first or the second geometry
References:
Don't think the QGIS docs has something as detailed as what is shown in the link in your comment (here is the link for English speakers). I would assume the terminology would be pretty much similar if not the same.
However, the tool uses the QgsGeometry Class which for each geometric predicate has the following basic description:
To elaborate on the answers given above, the geometric predicates of QGIS (via GEOS) utilise the spatial predicate definitions of DE-9IM. The following link provides the detailed explanation of each of the common predicates: https://en.wikipedia.org/wiki/DE-9IM#Spatial_predicates
I found this a very easy to understand (with a nice image) the predicates: