Euler's number

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mathematical constant; limit of (1 + 1/n)^n as n approaches infinity; transcendental number approximately equal 2.718281828

Adnoddau allanol

dynodwr Freebase	/m/02mj0^[1]
dynodwr Microsoft Academic	43918439
dynodwr LCAuth	sh93008168^[2]
dynodwr Encyclopædia Britannica Online
dynodwr Quora	e-Eulers-Number
Brilliant Wiki ID	eulers-number the-discovery-of-the-number-e
nLab ID	e
Fandom article ID	math:Euler's_number enwyd fel: Euler's number iaith y gwaith neu'r enw: Saesneg
dynodwr OEIS	A001113
dynodwr Krugosvet	matematika/chislo-e
ProofWiki ID	Definition:Euler's_Number
C64-Wiki ID	Konstante
Den Store Danske ID	e_-_matematisk_konstant
dynodwr Zhihu (pwnc)	20086587^[3]^[4]
Great Russian Encyclopedia Online ID (old version)	4940350
dynodwr BBC Things	143031d3-df18-49e6-b645-94d03eddda5c^[5]
MathWorld ID	e
OpenMath ID	nums1#e
dynodwr Larousse	divers/e/45211
Online PWN Encyclopedia ID	3896278
GND	4150966-3
dynodwr NKC	ph114413 enwyd fel: e (číslo)
Great Russian Encyclopedia portal ID	neperovo-chislo-1ba02c
Elhuyar ZTH ID	139793
Australian Educational Vocabulary ID	scot/5417
National Library of Israel J9U ID	987007546755505171^[6]

enghraifft o'r canlynol

Rhif trosgynnol

rhif real

Rhif anghymarebol

gosodiad a gefnogir gan y canlynol: proof that e is irrational

cysonyn mathemategol

enwyd ar ôl

Leonhard Euler

John Napier

astudiwyd gan

theory of Euler's number

darganfyddwr neu ddyfeisiwr

Jakob Bernoulli^[7]

dyddiad darganfod: 1683

gwerth rhifol

2.71828182845904523536028747135266249775724709369995957496696762772407663035354759457138217852516642742746^[8]

dull penderfynu: Cyfrifo

manylrwydd y gosodiad: Brasamcan

defining formula

\mathrm {e} =\lim _{n\to \infty }\left(1+{\frac {1}{n}}\right)^{n}

^[9]

\mathrm {e} =\sum \limits _{n=0}^{\infty }{\frac {1}{n!}}

in defining formula

\mathrm {e}

symbol represents: Euler's number

\lim

symbol represents: Terfyn

n!

symbol represents: factorial

\infty

symbol represents: Anfeidredd

\sum

symbol represents: cyfres

quantity symbol (LaTeX)

e

disgrifiwyd gan y ffynhonnell

ISO 80000-2:2019 Quantities and units — Part 2: Mathematics

enwyd fel: base of natural logarithm

adran, adnod neu baragraff: 2-13.1

notation

E

ar restr sylw'r prosiect Wikimedia

Wikipedia:Vital articles/Level/4

pwynt mewn amser: 31 Hydref 2022

maintained by WikiProject

WikiProject Mathematics

Stack Exchange tag

https://stackoverflow.com/tags/eulers-number

llythyren Unicode

𝑒

yn wahanol i

Euler number

Eulerian number

E

Euler–Mascheroni constant

categori Comin

E (mathematical constant)

prif gategori

Category:E (mathematical constant)

Cyfeiriadau

↑ Freebase Data Dumps, 28 Hydref 2013
↑ https://github.com/JohnMarkOckerbloom/ftl/blob/master/data/wikimap, 3 Ebrill 2019
↑ https://www.zhihu.com/question/24264370, 4 Gorffennaf 2019
↑ https://www.so.com/s?ie=UTF-8&q=%E6%97%A0%E7%90%86%E6%95%B0e+site%3Azhihu.com, 4 Gorffennaf 2019
↑ BBC Things
↑ Llyfrgell Genedlaethol Israel
↑ MacTutor History of Mathematics archive, The number e
↑ On-Line Encyclopedia of Integer Sequences, https://oeis.org/A001113, Saesneg, Decimal expansion of e, 21 Mawrth 2023
↑ ISO 80000-2:2019 Quantities and units — Part 2: Mathematics, 2-13.1

[rbc9e7ece-1] Freebase Data Dumps, 28 Hydref 2013

[re63a0d8d-2] ttps://github.com/JohnMarkOckerbloom/ftl/blob/master/data/wikimap, 3 Ebrill 2019

[rb7543f9d-3] ttps://www.zhihu.com/question/24264370, 4 Gorffennaf 2019

[r37fb010a-4] ttps://www.so.com/s?ie=UTF-8&q=%E6%97%A0%E7%90%86%E6%95%B0e+site%3Azhihu.com, 4 Gorffennaf 2019

[rcc2a49e1-5] BBC Things

[r8f3a1c1a-6] Llyfrgell Genedlaethol Israel

[rc3ba07e1-7] MacTutor History of Mathematics archive, The number e

[r5c29ea32-8] On-Line Encyclopedia of Integer Sequences, https://oeis.org/A001113, Saesneg, Decimal expansion of e, 21 Mawrth 2023

[rca92c8f5-9] ISO 80000-2:2019 Quantities and units — Part 2: Mathematics, 2-13.1

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