Editing Polytope compound (section)

== References ==
*{{citation|first=John|last=Skilling|title=Uniform Compounds of Uniform Polyhedra|journal=[[Mathematical Proceedings of the Cambridge Philosophical Society]]|volume=79|pages=447–457|year=1976|issue=3 |doi=10.1017/S0305004100052440|bibcode=1976MPCPS..79..447S |mr=0397554|s2cid=123279687 }}.
*{{citation|first=Peter R.|last=Cromwell|title=Polyhedra|location=Cambridge|year=1997}}.
*{{citation|first=Magnus|last=Wenninger|author-link=Magnus Wenninger|title=Dual Models|location=Cambridge, England|publisher=Cambridge University Press|year=1983|pages=51–53}}.
*{{citation|first=Michael G.|last=Harman|title=Polyhedral Compounds|publisher=unpublished manuscript|year=1974|url=http://www.georgehart.com/virtual-polyhedra/compounds-harman.html}}.
*{{citation|first=Edmund|last=Hess|author-link=Edmund Hess|title=Zugleich Gleicheckigen und Gleichflächigen Polyeder|journal=Schriften der Gesellschaft zur Berörderung der Gasammten Naturwissenschaften zu Marburg|volume=11|year=1876|pages=5–97}}.
*{{citation|first=Luca|last=Pacioli|author-link=Luca Pacioli|title=De Divina Proportione|year=1509}}.
* ''[[Regular Polytopes (book)|Regular Polytopes]]'', (3rd edition, 1973), Dover edition, {{isbn|0-486-61480-8}}
* {{cite book | author= Anthony Pugh | year= 1976 | title= Polyhedra: A visual approach | publisher= University of California Press Berkeley | location= California | isbn= 0-520-03056-7  }} p.&nbsp;87 Five regular compounds
*{{citation|first=Peter|last=McMullen|title=New Trends in Intuitive Geometry |chapter=New Regular Compounds of 4-Polytopes |series=Bolyai Society Mathematical Studies |volume=27|pages=307–320|year=2018|doi=10.1007/978-3-662-57413-3_12|isbn=978-3-662-57412-6 }}.

[[Category:Polyhedral compounds| ]]