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Author: | | Mark Bowron |
Title: | | Closure, Complement, and Union |
Other: | | Problem 11059 |
Type: | | journal problem |
English: | | https://www.mathtransit.com/2006_bowron_burdick.pdf | DOI: | | 10.2307/27641852 |
Journal: | | American Mathematical Monthly |
Abbrev: | | Amer. Math. Monthly |
Year: | | 2004 |
Volume: | | 111 |
Issue: | | 1 |
Pages: | | 64‑65 |
Publisher: | | Taylor & Francis |
Location: | | London, DC England |
Refscore:Refscore is the percentage of references cited by this item that are listed on this website. | | 100 |
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Cited by: | | 2014 CMU QMario Carneiro, mathematrucker, user134824, How Many Sets Can You Get by Taking Closures, Complements, and Intersections?, Mathematics Stack Exchange, 2014. |
| 2010 CCMY QS. Carnahan, Zev Chonoles, mathematrucker, Qiaochu Yuan, Kuratowski Closure-Complement Problem for Other Mathematical Objects?, MathOverflow, 2010. |
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Cites: | | 1997 BRR PMark Bowron, Stanley Rabinowitz, Closure, Complement, and Arbitrary Union, Problem 10577, Amer. Math. Monthly, v. 104 no. 2, 1997, p. 169, Solution: John Rickard, v. 105 no. 3, 1998, pp. 282‑283. |
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