Ero sivun ”Syklinen monikulmio” versioiden välillä
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* <ref name=cyc>{{Verkkoviite | Osoite =http://mathworld.wolfram.com/CyclicPolygon.html | Nimeke = Cyclic Polygon | Tekijä =Weisstein, Eric W. | Selite =Math World – A Wolfram Web Resource | Julkaisija =Wolfram Research | Kieli ={{en}}}}</ref>
* <ref name=a>Suurin ala: [http://www.mast.queensu.ca/~peter/investigations/24polygon_area.pdf Polygon area]</ref>
* <ref name=cp>Guo, Ren & Sönmez, Nilgün: [http://www.math.oregonstate.edu/~guore/docs/polygon.pdf Cyclic Polygons in Classical Geometry]{{Vanhentunut linkki|bot=InternetArchiveBot }}, paperi</ref>
* <ref name=sv>Svrtan, Dragutin: [https://bib.irb.hr/datoteka/402976.main1.pdf On Circumradius Equations of Cyclic Polygons], 2009</ref>
}}
== Aiheesta muualla ==
* Maley, F. Miller & al.:[http://www.haverford.edu/math/lbutler/Heptagon.pdf On the Areas of Cyclic and Semicyclic Polygons] {{Wayback|1=http://www.haverford.edu/math/lbutler/Heptagon.pdf |päiväys=20050213133820 }}, 2004
* Fedorchuk & Pak: [http://www.math.ucla.edu/~pak/papers/pp16.pdf Rigidity and polynomial invariants of convex polytopes], 2004
* Pak, Igor: [http://www.math.ucla.edu/~pak/papers/ppss3.pdf The area of cyclic polygons: Recent progress on Robbins’ conjecture], 2005
* Moritsugu, Shuichi: [http://www.jssac.org/Editor/Suushiki/V18/No1/V18N1_102.pdf Computing Explicit Formulae for the Radius of Cyclic Hexagons and Heptagons], 2011
* Adamchik, Victor: [https://www.andrew.cmu.edu/course/15-355/lectures/lecture12.pdf Hunting the pentagon or areas of cyclic polygons], Carnegie Mellon University
* Czédli, Gábor & Kunos, Ádám: [http://www.math.u-szeged.hu/~czedli/publ.pdf/czedli-kunos_on-the-geometric-constructibility-of-cyclic-polygons-with-even-number-of-vertices.pdf On the geometric constructibility of cyclic polygons with even number of vertices]{{Vanhentunut linkki|bot=InternetArchiveBot }}, 2013
[[Luokka:Monikulmiot]]
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