Floor and ceiling functions (English Wikipedia)

Analysis of information sources in references of the Wikipedia article "Floor and ceiling functions" in English language version.

refsWebsite

Global rank English rank

4microsoft.com

153^rd place

151^st place

2mathwords.com

low place

2cppreference.com

low place

9,420^th place

2oracle.com

1,514^th place

1,024^th place

2php.net

4,194^th place

3,676^th place

2openoffice.org

low place

1latex-project.org

low place

1oeis.org

742^nd place

538^th place

1colgate.edu

low place

9,382^nd place

1arxiv.org

69^th place

59^th place

1doi.org

2^nd place

1julialang.org

low place

1ethz.ch

2,224^th place

1,900^th place

1python.org

2,232^nd place

1,903^rd place

1jsoftware.com

low place

arxiv.org

Somu, Sai Teja; Kukla, Andrzej (2022). "On some generalizations to floor function identities of Ramanujan" (PDF). Integers. 22. arXiv:2109.03680.

colgate.edu

math.colgate.edu

Somu, Sai Teja; Kukla, Andrzej (2022). "On some generalizations to floor function identities of Ramanujan" (PDF). Integers. 22. arXiv:2109.03680.

cppreference.com

en.cppreference.com

"C++ reference of floor function". Retrieved 5 December 2010.
"C++ reference of ceil function". Retrieved 5 December 2010.

doi.org

Mahler, Kurt (1957). "On the fractional parts of the powers of a rational number II". Mathematika. 4 (2): 122–124. doi:10.1112/S0025579300001170.

ethz.ch

stat.ethz.ch

"R: Rounding of Numbers".

jsoftware.com

"Vocabulary". J Language. Retrieved 6 September 2011.

julialang.org

docs.julialang.org

"Math (Julia v1.10)". docs.julialang.org/en/v1/. Retrieved 4 September 2024.

latex-project.org

"LaTeX News, Issue 28" (PDF; 379 KB). The LaTeX Project. April 2018. Retrieved 27 July 2024.

mathwords.com

microsoft.com

docs.microsoft.com

dotnet-bot. "Math.Floor Method (System)". docs.microsoft.com. Retrieved 28 November 2019.
dotnet-bot. "Math.Ceiling Method (System)". docs.microsoft.com. Retrieved 28 November 2019.

support.microsoft.com

"INT function". Retrieved 29 October 2021.
"FLOOR function". Retrieved 29 October 2021.

oeis.org

OEIS sequence A000522 (Total number of arrangements of a set with n elements: a(n) = Sum_{k=0..n} n!/k!.) (See Formulas.)

openoffice.org

wiki.openoffice.org

"Documentation/How Tos/Calc: INT function". Retrieved 29 October 2021.
"Documentation/How Tos/Calc: FLOOR function". Retrieved 29 October 2021.

oracle.com

docs.oracle.com

"Math (Java SE 9 & JDK 9 )". docs.oracle.com. Retrieved 20 November 2018.
"Math (Java SE 9 & JDK 9 )". docs.oracle.com. Retrieved 20 November 2018.

php.net

"PHP manual for ceil function". Retrieved 18 July 2013.
"PHP manual for floor function". Retrieved 18 July 2013.

python.org

docs.python.org

"Python manual for math module". Retrieved 18 July 2013.