Hoyt, John P. (John Paul). A demonstration that there cannot be more than six regular figures in a 4-dimenstional Euclidean space. - View Resource

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Hoyt, John P. (John Paul). A demonstration that there cannot be more than six regular figures in a 4-dimenstional Euclidean space.

Title

A demonstration that there cannot be more than six regular figures in a 4-dimenstional Euclidean space. 1936.

Resource Link

http://www.worldcat.org/oclc/56178038

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1 v.

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Columbia University in the City of New York, Columbia University Libraries

Information

SNAC Resource ID: 7744659

Columbia University in the City of New York, Columbia University Libraries

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Hoyt, John P. (John Paul)

http://n2t.net/ark:/99166/w60k60g7 (person)

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A demonstration that there cannot be more than six regular figures in a 4-dimenstional Euclidean space. 1936.

Related Entities

Hoyt, John P. (John Paul)

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