ゼロの偶奇性
Kaplan Staff (2004), Kaplan SAT 2400, 2005 Edition, Simon and Schuster, ISBN 0-7432-6035-X
Keith, Annie (2006), “Mathematical Argument in a Second Grade Class: Generating and Justifying Generalized Statements about Odd and Even Numbers”, Teachers Engaged in Research: Inquiry in Mathematics Classrooms, Grades Pre-K-2, IAP, ISBN 1-59311-495-8
Krantz, Steven George (2001), Dictionary of algebra, arithmetic, and trigonometry, CRC Press, ISBN 1-58488-052-X
Levenson, Esther; Tsamir, Pessia; Tirosh, Dina (2007), “Neither even nor odd: Sixth grade students' dilemmas regarding the parity of zero”, The Journal of Mathematical Behavior 26 (2): 83–95, doi:10.1016/j.jmathb.2007.05.004
Anderson, Ian (2001), A First Course in Discrete Mathematics, London: Springer, ISBN 1-85233-236-0
Anderson, Marlow; Feil, Todd (2005), A First Course in Abstract Algebra: Rings, Groups, And Fields, London: CRC Press, ISBN 1-58488-515-7
Andrews, Edna (1990), Markedness Theory: the union of asymmetry and semiosis in language, Durham: Duke University Press, ISBN 0-8223-0959-9
Arnold, C. L. (January 1919), “The Number Zero”, The Ohio Educational Monthly 68 (1): 21–22, https://books.google.co.jp/books?id=v3QbAQAAIAAJ&pg=PA21&redir_esc=y&hl=ja 2010年4月11日閲覧。
Arsham, Hossein (January 2002), “Zero in Four Dimensions: Historical, Psychological, Cultural, and Logical Perspectives”, The Pantaneto Forum, オリジナルの2007年9月25日時点におけるアーカイブ。, https://web.
Lichtenberg, Betty Plunkett (November 1972), “Zero is an even number”, The Arithmetic Teacher 19 (7): 535–538
Lorentz, Richard J. (1994), Recursive Algorithms, Intellect Books, ISBN 1-56750-037-4
Lovas, William; Pfenning, Frank (22 January 2008), “A Bidirectional Refinement Type System for LF”, Electronic Notes in Theoretical Computer Science 196: 113–128, doi:10.1016/j.entcs.2007.09.021, http://www.sciencedirect.com/science/article/pii/S1571066108000418 2012年6月16日閲覧。
Lovász, László; Pelikán, József; Vesztergombi, Katalin L. (2003), Discrete Mathematics: Elementary and Beyond, Springer, ISBN 0-387-95585-2
Morgan, Frank (5 April 2001), “Old Coins”, Frank Morgan's Math Chat (The Mathematical Association of America), http://www.maa.
Salzmann, H.; Grundhöfer, T.; Hähl, H.; Löwen, R. (2007), The Classical Fields: Structural Features of the Real and Rational Numbers, Cambridge University Press, ISBN 0-521-86516-6
Siegel, Robert (19 November 1999), “Analysis: Today's date is signified in abbreviations using only odd numbers. 1-1, 1-9, 1-9-9-9. The next time that happens will be more than a thousand years from now.”, All Things Considered (National Public Radio), http://www.npr.org/templates/story/story.php?storyId=1066881
Smock, Doug (6 February 2006), “The odd bets: Hines Ward vs. Tiger Woods”, Charleston Gazette: p. P1B, Factiva CGAZ000020060207e226000bh
Snow, Tony (2001-02-23), “Bubba's fools”, Jewish World Review, http://www.