For faster navigation, this Iframe is preloading the Wikiwand page for 1.

1

1
← 0 1 2 →
数表整数

<<  0 1 2 3 4 5 6 7 8 9 >>

<<   100‍  101‍  102‍  103‍  104‍  105‍  106‍  107‍  108‍  109>>

命名
小写
大写
序数词第一
first
识别
种类整数
性质
素因数分解单位元
约数1
相反数−1
表示方式
1
花码一或〡
算筹
希腊数字Α´
罗马数字
摩尔斯电码.----在维基数据编辑
巴比伦数字𒐕在维基数据编辑
玛雅数字在维基数据编辑
一进制1(1)
二进制1(2)
八进制1(8)
十二进制1(12)
十六进制1(16)
语言
希腊语前缀mono-/haplo-
拉丁语前缀uni-
英语one
阿拉伯文中库尔德语波斯语信德语印度斯坦语英语Urdu numerals١
阿萨姆语孟加拉语
汉语一/弌/壹
天城文
吉兹
格鲁吉亚语英语Georgian numeralsႠ/ⴀ/ა(Ani)
希伯来语א
日语一/壱
卡纳达语
高棉数字
马拉雅拉姆语
曼尼普尔语
泰文
淡米尔语
泰卢固语
高斯整数导航
2i
−1+i i 1+i
−2 −1 0 1 2
−1−i i 1−i
−2i

1)是02之间的自然数,是最小的正奇数

数学性质

在科学中

时间与历法

在电子信号与信息系统中

在人类文化中

在军事政治中

在体育中

注释

  1. ^ 1最初是被考虑为素数的:素数最初的定义为之被1和它自己整除的数。但为了因式分解理论的一致性,尤其是算术基本定理,后来素数被定义只有两个正因子(1和自己)的自然数。最后一个把1包括在素数里的数学家昂利·勒贝格(于1899年
  2. ^ Pollack, Paul; Pomerance, Carl, Some problems of Erdős on the sum-of-divisors function, Transactions of the American Mathematical Society, Series B, 2016, 3: 1–26, MR 3481968, doi:10.1090/btran/10 
  3. ^ JOHN H. E. COHN. 〈Square Fibonacci Numbers, Etc.〉. Bedford College, University of London, London, N.W.1. [2019-05-12]. (原始内容存档于2012-06-30). Theorem 3. If Fn = x2, then n = 0, ±1, 2 or 12. 
  4. ^ Royal Society of Chemistry - Visual Element Periodic Table. [2012-10-13]. (原始内容存档于2016-04-10). 

参见

{{bottomLinkPreText}} {{bottomLinkText}}
1
Listen to this article

This browser is not supported by Wikiwand :(
Wikiwand requires a browser with modern capabilities in order to provide you with the best reading experience.
Please download and use one of the following browsers:

This article was just edited, click to reload
This article has been deleted on Wikipedia (Why?)

Back to homepage

Please click Add in the dialog above
Please click Allow in the top-left corner,
then click Install Now in the dialog
Please click Open in the download dialog,
then click Install
Please click the "Downloads" icon in the Safari toolbar, open the first download in the list,
then click Install
{{::$root.activation.text}}

Install Wikiwand

Install on Chrome Install on Firefox
Don't forget to rate us

Tell your friends about Wikiwand!

Gmail Facebook Twitter Link

Enjoying Wikiwand?

Tell your friends and spread the love:
Share on Gmail Share on Facebook Share on Twitter Share on Buffer

Our magic isn't perfect

You can help our automatic cover photo selection by reporting an unsuitable photo.

This photo is visually disturbing This photo is not a good choice

Thank you for helping!


Your input will affect cover photo selection, along with input from other users.

X

Get ready for Wikiwand 2.0 🎉! the new version arrives on September 1st! Don't want to wait?