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Delta (letter)

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(Redirected fromDelta (Greek letter))
Fourth letter in the Greek alphabet
"Δ" redirects here. For other uses, see∆ (disambiguation).
Not to be confused with ẟ, theLatin delta.
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Greek alphabet
ΑαAlpha ΝνNu
ΒβBeta ΞξXi
ΓγGamma ΟοOmicron
ΔδDelta ΠπPi
ΕεEpsilon ΡρRho
ΖζZeta ΣσςSigma
ΗηEta ΤτTau
ΘθTheta ΥυUpsilon
ΙιIota ΦφPhi
ΚκKappa ΧχChi
ΛλLambda ΨψPsi
ΜμMu ΩωOmega
History
ϜϝDigamma ͰͱHeta
ϺϻSan ϘϙKoppa
Ͷͷ ͲͳSampi
ϷϸSho
Diacritics and other symbols
Related topics

Delta (/ˈdɛltə/ DEL-tə;[1] uppercaseΔ, lowercaseδ;Greek:δέλτα,délta,[ˈðelta])[2] is the fourth letter of theGreek alphabet. In the system ofGreek numerals, it has a value of four. It was derived from thePhoenician letterdalet 𐤃.[3] Letters that come from delta include theLatinD and theCyrillicД.

Ariver delta (originally, thedelta of theNile River) is named so because its shape approximates the triangular uppercase letter delta. Contrary to a popular legend,[vague] this use of the worddelta was not coined byHerodotus.[4]

Pronunciation

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InAncient Greek, delta represented avoiced dental plosiveIPA:[d]. InModern Greek, it represents avoiced dental fricativeIPA:[ð], like the "th" in "that" or "this" (whileIPA:[d] in foreign words is instead commonly transcribed as ντ). Delta isromanized asd ordh.

Uppercase

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The uppercase letter Δ is used to denote:

Lowercase

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Thealphabet on ablack figure vessel, with a D-shaped delta.

The lowercase letter δ (or 𝛿) can be used to denote:

Unicode

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  • U+018D ƍLATIN SMALL LETTER TURNED DELTA
  • U+0394 ΔGREEK CAPITAL LETTER DELTA (Δ) (\Delta in TeX)
  • U+03B4 δGREEK SMALL LETTER DELTA (δ) (\delta in TeX)
  • U+1D5F MODIFIER LETTER SMALL DELTA
  • U+1E9F LATIN SMALL LETTER DELTA
  • U+2207 NABLA (∇, ∇)
  • U+225C DELTA EQUAL TO (≜, ≜)
  • U+234B APL FUNCTIONAL SYMBOL DELTA STILE
  • U+234D APL FUNCTIONAL SYMBOL QUAD DELTA
  • U+2359 APL FUNCTIONAL SYMBOL DELTA UNDERBAR
  • U+2C86 COPTIC CAPITAL LETTER DALDA
  • U+2C87 COPTIC SMALL LETTER DALDA
  • U+1D6AB 𝚫MATHEMATICAL BOLD CAPITAL DELTA[a]
  • U+1D6C5 𝛅MATHEMATICAL BOLD SMALL DELTA
  • U+1D6E5 𝛥MATHEMATICAL ITALIC CAPITAL DELTA
  • U+1D6FF 𝛿MATHEMATICAL ITALIC SMALL DELTA
  • U+1D71F 𝜟MATHEMATICAL BOLD ITALIC CAPITAL DELTA
  • U+1D739 𝜹MATHEMATICAL BOLD ITALIC SMALL DELTA
  • U+1D759 𝝙MATHEMATICAL SANS-SERIF BOLD CAPITAL DELTA
  • U+1D773 𝝳MATHEMATICAL SANS-SERIF BOLD SMALL DELTA
  • U+1D793 𝞓MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL DELTA
  • U+1D7AD 𝞭MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL DELTA
  1. ^TheMATHEMATICAL codes should only be used in math. Stylized Greek text should be encoded using the normal Greek letters, with markup and formatting to indicate text style.

See also

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Look upΔ orδ in Wiktionary, the free dictionary.

References

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  1. ^"delta".Oxford English Dictionary (Online ed.).Oxford University Press. (Subscription orparticipating institution membership required.)
  2. ^"Dictionary of Standard Modern greek". Centre for the Greek Language.
  3. ^"Definition of DELTA".www.merriam-webster.com. Retrieved26 October 2017.
  4. ^Celoria, Francis (1966). "Delta as a geographical concept in Greek literature".Isis.57 (3):385–388.doi:10.1086/350146.JSTOR 228368.S2CID 143811840.
  5. ^Clarence H. Richardson (1954).An Introduction to the Calculus of Finite Differences. Van Nostrand. Chapter 1, pp. 1—3.online copy
  6. ^Michael Comenetz (2002).Calculus: The Elements. World Scientific. pp. 73–74.ISBN 978-981-02-4904-5.
  7. ^Dickenstein, Alicia; Emiris, Ioannis Z. (2005).Solving polynomial equations: foundations, algorithms, and applications. Springer. Example 2.5.6, p. 120.ISBN 978-3-540-24326-7.
  8. ^Irving, Ronald S. (2004).Integers, polynomials, and rings. Springer-Verlag New York, Inc. Ch. 10.1, pp. 145.ISBN 978-0-387-40397-7.
  9. ^Weisstein, Eric W."Triangle Area".mathworld.wolfram.com. Retrieved2025-01-23.
  10. ^Weisstein, Eric W."Symmetric Difference".mathworld.wolfram.com. Retrieved2025-01-31.The symmetric difference of sets A and B is variously written as A ⊖ B, A∇ B, A+B (Borowski and Borwein 1991) or AΔB (Harris and Stocker 1998, p. 3). All but the first notation should probably be deprecated since each of the other symbols has a common meaning in other areas of mathematics.
  11. ^Tepper, Pamela (2014).The Law of Contracts and the Uniform Commercial Code. Cengage Learning. p. 32.ISBN 978-1285448947. Retrieved2018-04-30.
  12. ^"Black-Scholes Formulas (d1, d2, Call Price, Put Price, Greeks) - Macroption".www.macroption.com. Retrieved2025-01-23.Delta is the first derivative of option price with respect to underlying price S.
  13. ^"Every chord symbol found on lead sheets".Jazz-Library. Retrieved2025-01-23.Chord with a triangle Major 7th "C△"
  14. ^"Caduceus, the emblem of dentistry".American Dental Association. Archived fromthe original on 12 November 2012. Retrieved26 October 2017.
  15. ^Proceedings of the Royal Society, vol. XIX, p. ii.
  16. ^Shramko, Yaroslav; Wansing, Heinrich (2010-03-30)."Truth Values".{{cite journal}}:Cite journal requires|journal= (help)
  17. ^"Who first defined the "equal-delta" or "delta over equal" symbol?". Archived fromthe original on 6 March 2022. Retrieved2 October 2022.
  18. ^Weisstein, Eric W."Epsilon-Delta Proof".mathworld.wolfram.com. Retrieved2025-01-31.
  19. ^Weisstein, Eric W."Kronecker Delta".mathworld.wolfram.com. Retrieved2025-01-23.
  20. ^Weisstein, Eric W."Central Difference".mathworld.wolfram.com. Retrieved2025-01-31.
  21. ^Weisstein, Eric W."Delta Function".mathworld.wolfram.com. Retrieved2025-01-23.
  22. ^"Greek Alphabet".Ancient Symbols. Retrieved2025-01-31.Dr. John Dee, a mathematician, used the lowercase Delta symbol to represent himself in manuscripts.
  23. ^"Greek Alphabet".Ancient Symbols. Retrieved2025-01-31.In astronomy, the symbol is used to represent the declination of an object.
  24. ^"Faculty - Economics Department".econ.duke.edu. Retrieved26 October 2017.
  25. ^"Declination",The Encyclopedia of Astronomy and Astrophysics, IOP Publishing Ltd, 2001,doi:10.1888/0333750888/4541,ISBN 0-333-75088-8, retrieved2025-01-31
  26. ^MACHADO, Fábio Braz, NARDY, Antônio José Ranalli (2018).Mineralogia Óptica. São Paulo: Oficina de Textos. p. 85.ISBN 9788579752452.{{cite book}}: CS1 maint: multiple names: authors list (link)
  27. ^Weisstein, Eric W."Silver Ratio".mathworld.wolfram.com. Retrieved2025-01-31.
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