A numeral is a symbol or a string of symbols used to represent a number. For example, the decimal
numeral
consists of the two decimal
digits
and
, but represents a single number.
The Arabic numerals 0-9 are the most commonly used
digits today. Other types, mainly of historical interest,
include Egyptian numerals, Babylonian numerals,
Mayan numerals, Greek numerals, and Roman
numerals.
Numerals also appear in the proof of Gödel's
undecidability theorem in the form of his "Zahlzeichen" ("number-sign").
See also
Arabic Numeral,
Base,
Digit,
Greek Numerals,
Number,
Numeral System,
Roman Numerals
Portions of this entry contributed by David
Terr
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References
Alpha and Omega Information Services. "Numbers and Numerals: Hebrew, Greek, Slavonic." http://alphaom.tripod.com/misc/numeri.htm.Berlinghoff,
W. P. and Gouvêa, F. Q. Math
through the Ages: A Gentle History for Teachers and Others, expanded ed.
Washington, DC: Math. Assoc. Amer., pp. 65-72, 2004.Referenced on
Wolfram|Alpha
Numeral
Cite this as:
Weisstein, Eric W., with contributions by David Terr. "Numeral." From MathWorld--A Wolfram Resource.
https://mathworld.wolfram.com/Numeral.html
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