inside
Spatial operator 'inside' as defined by the Egenhofer Topological Relations family: An object A is inside of another object B if (1) A and B share interior, but not bounding faces, (2) if A has bounding faces which are interior faces of B, and (3) none of B's bounding faces coincides with any of A's interior faces. (https://doi.org/10.1007/3-540-51295-0_148 Definition 4)
inside
Spatial operator 'inside' as defined by the Egenhofer Topological Relations family: An object A is inside of another object B if (1) A and B share interior, but not bounding faces, (2) if A has bounding faces which are interior faces of B, and (3) none of B's bounding faces coincides with any of A's interior faces. (https://doi.org/10.1007/3-540-51295-0_148 Definition 4)
type
comment
Spatial operator 'inside' as d ...... -540-51295-0_148 Definition 4)
@en
label
inside
@en
seeAlso
note
In addition, a point is inside ...... point itself has no interior).
@en