---

vertex (aspect of triangle) → CapableOf → form triangle	0.84
vertex (aspect of polygon) → ReceivesAction → selected	0.84
vertex (aspect of polyhedron) → ReceivesAction → selected	0.84
vertex (aspect of graph) → HasProperty → adjacent	0.70
vertex (aspect of graph) → ReceivesAction → connected	0.68
vertex (aspect of parabola) → AtLocation → the origin	0.68
vertex (aspect of parabola) → IsA → the point	0.68
vertex (aspect of polygon) → IsA → the point	0.68
vertex (aspect of graph) → ReceivesAction → connected by edge	0.65
vertex (aspect of graph) → HasProperty → reachable	0.64
graph → HasA → vertex	0.64
vertex (aspect of triangle) → CapableOf → lie on circle	0.63
vertex (aspect of triangle) → ReceivesAction → moved	0.63
parabola → HasA → vertex	0.63
vertex (aspect of graph) → ReceivesAction → created	0.60
vertex (aspect of triangle) → ReceivesAction → processed	0.60
vertex (aspect of icosahedron) → ReceivesAction → distributed	0.59
vertex (aspect of graph) → AtLocation → the graph	0.55
vertex (aspect of parabola) → IsA → minimum point	0.55
vertex (aspect of polyhedron) → HasProperty → visible	0.54
vertex (aspect of graph) → HasProperty → equal	0.52
vertex (aspect of graph) → ReceivesAction → removed	0.52
vertex (aspect of triangle) → ReceivesAction → placed	0.50
vertex (aspect of graph) → ReceivesAction → numbered	0.49
polyhedron → HasA → vertex	0.48
vertex (aspect of triangle) → ReceivesAction → above the plane	0.48
vertex (aspect of triangle) → CapableOf → bisect opposite sides	0.47
vertex (aspect of graph) → HasA → odd degree	0.46
vertex (aspect of graph) → HasProperty → colored	0.46
triangle → HasA → vertex	0.44
vertex (aspect of graph) → AtLocation → the origin	0.44
vertex (aspect of graph) → CapableOf → represent object	0.43
vertex (aspect of polygon) → ReceivesAction → moved	0.43
vertex (aspect of polygon) → ReceivesAction → joined	0.43
vertex (aspect of graph) → HasA → different colours	0.41
vertex (aspect of graph) → HasA → valency	0.41
vertex (aspect of graph) → HasA → two edges	0.41
vertex (aspect of triangle) → HasA → same coordinates	0.41
vertex (aspect of graph) → ReceivesAction → added to the graph	0.41
vertex (aspect of parabola) → ReceivesAction → to the left of the y-axis	0.41
vertex (aspect of triangle) → IsA → point	0.41
vertex (aspect of triangle) → ReceivesAction → received	0.41
vertex (aspect of triangle) → ReceivesAction → connected	0.41
vertex (aspect of polygon) → ReceivesAction → computed	0.40
vertex (aspect of graph) → CapableOf → share edge	0.38
vertex (aspect of triangle) → ReceivesAction → shared	0.36
vertex (aspect of triangle) → ReceivesAction → resolved	0.36
vertex (aspect of triangle) → ReceivesAction → needed in the example	0.36
vertex (aspect of triangle) → ReceivesAction → resent	0.36
vertex (aspect of graph) → ReceivesAction → selected	0.36
vertex (aspect of graph) → ReceivesAction → traversed	0.33
vertex (aspect of graph) → ReceivesAction → connected by line	0.33
vertex (aspect of parabola) → AtLocation → the foci	0.32
vertex (aspect of triangle) → CapableOf → define first triangle	0.31
vertex (aspect of triangle) → DefinedAs → being in opposition	0.31
vertex (aspect of triangle) → HasA → coordinate	0.31
vertex (aspect of graph) → CapableOf → obtain a new adjacency matrix a	0.30
vertex (aspect of graph) → CapableOf → represent network nodes	0.30
vertex (aspect of graph) → CapableOf → represent people	0.30
vertex (aspect of graph) → HasA → same number of neighbors	0.30
vertex (aspect of graph) → HasA → same values	0.30
vertex (aspect of graph) → ReceivesAction → connected by arc	0.30
rectangle → HasA → vertex	0.29
vertex (aspect of triangle) → HasA → colour	0.28
vertex (aspect of graph) → AtLocation → the input graph	0.25
vertex (aspect of graph) → CapableOf → represent data points	0.25
vertex (aspect of polygon) → CapableOf → define the polygon	0.25
vertex (aspect of triangle) → CapableOf → define plane	0.25
vertex (aspect of graph) → HasA → same symmetry class	0.25
vertex (aspect of graph) → HasA → many facts	0.25
vertex (aspect of polygon) → HasProperty → equidistant	0.25
vertex (aspect of graph) → IsA → maximum point	0.25
vertex (aspect of graph) → ReceivesAction → keyed by unique 64-bit long identifier	0.25
vertex (aspect of graph) → ReceivesAction → based on the value	0.25
vertex (aspect of graph) → ReceivesAction → labelled	0.25
vertex (aspect of polygon) → ReceivesAction → arranged in counter-clockwise order	0.25
vertex (aspect of polygon) → ReceivesAction → used to model the tea box	0.25
vertex (aspect of polygon) → ReceivesAction → fixed as displacement boundary conditions	0.25
vertex (aspect of polygon) → ReceivesAction → ordered	0.25
vertex (aspect of polyhedron) → ReceivesAction → recovered	0.25
vertex (aspect of triangle) → ReceivesAction → collinear	0.25
vertex (aspect of triangle) → ReceivesAction → added	0.25
vertex (aspect of triangle) → ReceivesAction → shared by multiple ones of the triangles	0.25
vertex (aspect of triangle) → ReceivesAction → numbered	0.25
vertex (aspect of triangle) → ReceivesAction → reused	0.25
cube → HasA → vertex	0.25
vertex (aspect of triangle) → ReceivesAction → drawn	0.18
vertex (aspect of graph) → HasA → a self-loop	0.13