Linked from

The 29 pages that link to Polygon, each with the reason it gives.

• Regular polygonNarrower topic: A regular polygon is the equal-sided, equal-angled special case of this broader figure.

• Line segmentNarrower topic: A polygon is assembled from segments joined end to end.

• Interior angleNarrower topic: Interior angles are defined at the vertices of polygons.

• TessellationNarrower topic: Polygons are the basic shapes used in many familiar tessellations.

• Vertex (geometry)Narrower topic: Its corners are vertices, linking the point concept to a complete figure.

• SemiperimeterNarrower topic: Semiperimeter applies to polygons of any number of sides, not just triangles.

• SquareNarrower topic: Squares belong to the polygon family and inherit its basic geometric structure.

• QuadrilateralNarrower topic: A quadrilateral is the four-sided member of this broader family.

• ParallelogramNarrower topic: Parallelograms belong to the broader family of polygons.

• Convex polygonNarrower topic: A convex polygon is a polygon satisfying an additional condition on its interior.

• DiagonalNarrower topic: A polygon's vertices and edges establish which pairs are nonadjacent.

• Koch snowflakeNarrower topic: Each finite construction stage is a polygon, although the limiting boundary is not.

• Star polygonNarrower topic: A star polygon extends the ordinary idea of a polygon through vertex skipping and crossings.

• DecagonNarrower topic: A decagon is the ten-sided member of this broader family.

• Erdős–Nagy theoremNarrower topic: The theorem concerns a particular transformation of polygons.

• Honeycomb theoremNarrower topic: The proof compares polygonal cells through their numbers of sides and areas.

• Internal and external anglesNarrower topic: Its vertices and sides determine where interior and exterior angles are measured.

• Radar chartNarrower topic: Connecting successive plotted values creates the chart’s characteristic polygon.

• Wallace–Bolyai–Gerwien theoremNarrower topic: The theorem applies specifically to polygons, not arbitrary plane regions.