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- Erdős–Nagy_theorem abstract "The Erdős–Nagy theorem is a result in discrete geometry stating that a non-convex simple polygon can be made into a convex polygon by a finite sequence of flips. The flips are defined by taking a convex hull of a polygon and reflecting a pocket with respect to the boundary edge. The theorem is named after mathematicians Paul Erdős and Béla Szőkefalvi-Nagy.".
- Erdős–Nagy_theorem wikiPageID "20852937".
- Erdős–Nagy_theorem wikiPageRevisionID "569825137".
- Erdős–Nagy_theorem subject Category:Paul_Erdős.
- Erdős–Nagy_theorem subject Category:Theorems_in_discrete_geometry.
- Erdős–Nagy_theorem comment "The Erdős–Nagy theorem is a result in discrete geometry stating that a non-convex simple polygon can be made into a convex polygon by a finite sequence of flips. The flips are defined by taking a convex hull of a polygon and reflecting a pocket with respect to the boundary edge. The theorem is named after mathematicians Paul Erdős and Béla Szőkefalvi-Nagy.".
- Erdős–Nagy_theorem label "Erdős–Nagy theorem".
- Erdős–Nagy_theorem label "Теорема Эрдёша — Сёкефальви-Надя".
- Erdős–Nagy_theorem sameAs Erd%C5%91s%E2%80%93Nagy_theorem.
- Erdős–Nagy_theorem sameAs Q5385324.
- Erdős–Nagy_theorem sameAs Q5385324.
- Erdős–Nagy_theorem wasDerivedFrom Erdős–Nagy_theorem?oldid=569825137.