Regular Polytopes (1973)
0 sources
Regular Polytopes (1973)
Summary
Regular Polytopes (1973) is a version, edition or translation[1].
Key Facts
- Regular Polytopes (1973) authored Harold Scott MacDonald Coxeter[2].
- Regular Polytopes (1973)'s instance of is recorded as version, edition or translation[3].
- Regular Polytopes (1973)'s publisher is recorded as Dover Publications[4].
- Regular Polytopes (1973)'s part of the series is recorded as Dover books on advanced mathematics[5].
- Regular Polytopes (1973)'s ISBN-13 is recorded as 978-0-486-61480-9[6].
- Regular Polytopes (1973)'s OCLC number is recorded as 422715817[7].
- Regular Polytopes (1973)'s place of publication is recorded as New York[8].
- Regular Polytopes (1973)'s edition number is recorded as 3[9].
- Regular Polytopes (1973)'s language of work or name is recorded as English[10].
- Regular Polytopes (1973)'s publication date is recorded as +1973-00-00T00:00:00Z[11].
- Regular Polytopes (1973)'s edition or translation of is recorded as Regular Polytopes[12].
- Regular Polytopes (1973)'s main subject is recorded as regular polytope[13].
- Regular Polytopes (1973)'s ISBN-10 is recorded as 0-486-61480-8[14].
- Regular Polytopes (1973)'s Library of Congress item ID is recorded as 73084364[15].
- Regular Polytopes (1973)'s title is recorded as Regular Polytopes[16].
- Regular Polytopes (1973)'s Amazon Standard Identification Number is recorded as 0486614808[17].
Body
Authorship and Creation
Regular Polytopes (1973) authored Harold Scott MacDonald Coxeter[2]. Regular Polytopes (1973)'s publisher is recorded as Dover Publications[4].
Publication
Regular Polytopes (1973)'s publication date is recorded as +1973-00-00T00:00:00Z[11]. Its place of publication is recorded as New York[8]. Its language of work or name is recorded as English[10]. Its part of the series is recorded as Dover books on advanced mathematics[5].
Subject and Themes
Regular Polytopes (1973)'s main subject is recorded as regular polytope[13]. Its part of the series is recorded as Dover books on advanced mathematics[5].