Linked from

The 20 pages that link to Vertex (geometry), each with the reason it gives.

• AngleBroader topic: The shared endpoint of an angle’s rays is its vertex.

• Euler characteristicRelated: Vertices provide the zero-dimensional terms in the classical count.

• PolygonBroader topic: Each polygon vertex joins two consecutive sides.

• CircumcenterRelated: The three vertices are the points equidistant from the circumcenter.

• Matching (graph theory)Related: The no-shared-endpoints rule means each vertex belongs to at most one selected edge.

• Interior angleRelated: The two adjacent sides forming an interior angle meet at a polygon vertex.

• ParabolaRelated: It marks the parabola’s turning point and lies halfway between focus and directrix.

• Extreme pointCompared with: For polytopes, vertices coincide with extreme points, but the terms arise from different viewpoints.

• Focus (geometry)Compared with: A conic's vertices mark extremes, while its foci govern distance relations.

• QuadrilateralRelated: Four vertices mark the corners where a quadrilateral’s sides join.

• Convex polygonRelated: Convexity can be checked at the polygon’s vertices through its interior angles.

• Platonic solidRelated: The same number of faces must meet at each Platonic solid vertex.

• TetrahedronRelated: Four vertices are the tetrahedron’s corners.

• DiagonalBroader topic: A diagonal connects a pair of polygon or polyhedron vertices.

• Simplicial complexBroader topic: Vertices are the basic elements from which every simplex is formed.

• 3D modelingBroader topic: Mesh vertices provide the positions from which edges and faces are formed.

• Directed cycleNarrower topic: A cycle visits vertices in sequence and repeats its starting vertex at the end.

• Edge coverRelated: An edge cover must include an edge incident to every vertex.

• Kawasaki's theoremBroader topic: The theorem concerns crease rays meeting at a single vertex.

• Internal and external anglesRelated: Each polygon vertex is the common endpoint of the sides forming its angles.