Gamma

 ( Greek Letters ) 

Gamma (; uppercase , lowercase ; ) is the third letter of the Greek alphabet. In the system of Greek numerals it has a value of 3. In Ancient Greek, the letter gamma represented a voiced velar stop . In Modern Greek, this letter normally represents a voiced velar fricative , except before either of the two (/e/, /i/), where it represents a voiced palatal fricative ; while /g/ in foreign words is instead commonly transcribed as γκ).

In the International Phonetic Alphabet and other modern Latin-alphabet based phonetic notations, it represents the voiced velar fricative.

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History The Greek letter Gamma Γ is a grapheme derived from the Phoenician letter ( gīml) which was rotated from the right-to-left script of Canaanite to accommodate the Greek language's writing system of left-to-right. The Canaanite grapheme represented the /g/ phoneme in the Canaanite language, and as such is cognate with gimel ג of the Hebrew alphabet.

Based on its name, the letter has been interpreted as an abstract representation of a camel's neck,

but this has been criticized as contrived,

Barry B. Powell (2025). 9781118293492, John Wiley & Sons. . ISBN 9781118293492

and it is more likely that the letter is derived from an Egyptian hieroglyph representing a club or throwing stick.

Gordon James Hamilton (2025). 9780915170401, Catholic Biblical Association of America. . ISBN 9780915170401

In Archaic Greece, the shape of gamma was closer to a classical lambda (Λ), while lambda retained the Phoenician L-shape ().

Letters that arose from the Greek gamma include Etruscan (Old Italic) 𐌂, Latin alphabet C and G, Elder Futhark kaunan , Gothic alphabet geuua , the Coptic alphabet Ⲅ, and the Cyrillic script letters Г and Ґ.

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Greek phoneme The Ancient Greek /g/ phoneme was the voiced velar stop, continuing the reconstructed proto-Indo-European *g, *ǵ.

The modern Greek phoneme represented by gamma is realized either as a voiced palatal fricative () before a front vowel (/e/, /i/), or as a voiced velar fricative in all other environments. Both in Ancient and in Modern Greek, before other (κ, χ, ξ – that is, k, kh, ks), gamma represents a velar nasal . A double gamma γγ (e.g., άγγελος, "angel") represents the sequence (phonetically varying ) or .

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Phonetic transcription Lowercase Greek gamma is used in the Americanist phonetic notation and Uralic Phonetic Alphabet to indicate voiced consonants.

The gamma was also added to the Latin alphabet, as Latin gamma, in the following forms: Letter case Ɣ, Letter case ɣ, and superscript modifier letter ˠ.

In the International Phonetic Alphabet the minuscule letter is used to represent a voiced velar fricative and the superscript modifier letter is used to represent velarization. It is not to be confused with the character , which looks like a lowercase Latin gamma that lies above the baseline rather than crossing, and which represents the close-mid back unrounded vowel. In certain nonstandard variations of the IPA, the uppercase form is used.

It is as a full-fledged majuscule and minuscule letter in the alphabets of some of languages of Africa such as Dagbani language, Dinka language, Kabye language, and Ewe language, Practical Orthography of African Languages and Berber languages using the Berber Latin alphabet.

It is sometimes also used in the romanization of Pashto.

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Mathematics and science

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Lowercase The lowercase letter $\backslash gamma$ is used as a symbol for:

• Chromatic number of in graph theory
• Gamma ray in nuclear physics
• Shear strain in physics
• Surface tension in physics
• The photon, the elementary particle of light and other electromagnetic radiation
• The 434 nm spectral line in the Balmer series
• Surface energy in materials science
• The Lorentz factor in the theory of relativity
  Moses Fayngold (2025). 9783527406074, Wiley-VCH. ISBN 9783527406074
• In mathematics, the lower incomplete gamma function
• The heat capacity ratio in thermodynamics
• The activity coefficient in thermodynamics
• The gyromagnetic ratio in electromagnetism
• in neuroscience
• Gamma motor neurons in neuroscience
• A non-SI metric system unit of measure of mass equal to one microgram (1 μg).
  François Cardarelli (2025). 9781447111221, Springer-Verlag. ISBN 9781447111221
  This always-rare use is deprecated.
• A non-SI unit of measure of magnetic field, sometimes used in geophysics, equal to 10⁻⁵ gauss (G), or 1 nano- (nT).
• The power by which the luminance of an image is increased in gamma correction
• In civil and mechanical engineering:
• Specific weight
• The shear rate of a fluid is represented by a lowercase gamma with a dot above it: $\backslash dot\; \backslash gamma$
• Austenite (also known as γ-iron), a metallic non-magnetic allotrope or solid solution of iron.
• The gamma carbon, the third carbon attached to a functional group in organic chemistry and biochemistry; see Alpha and beta carbon
• Hermite constant
• The Euler’s Constant also known as Euler–Mascheroni constant ≈ 0.57721566490153286
• Stieltjes constants
• Chvátal–Sankoff constants

The lowercase Latin gamma ɣ can also be used in contexts (such as chemical or molecule nomenclature) where gamma must not be confused with the letter y, which can occur in some computer typefaces.

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Uppercase The uppercase letter $\backslash Gamma$ is used as a symbol for:

• In mathematics, the gamma function (usually written as $\backslash Gamma$-function) is an extension of the factorial to
• In mathematics, the upper incomplete gamma function
• The Christoffel symbols in differential geometry
  Gerd Baumann (2025). 9780387016740, Springer. ISBN 9780387016740
• In probability theory and statistics, the gamma distribution is a two-parameter family of continuous probability distributions.
• In solid-state physics, the center of the Brillouin zone
• Circulation in fluid mechanics
• As reflection coefficient in physics and electrical engineering
  (2025). 9783540742951, Springer-Verlag Berlin Heidelberg. ISBN 9783540742951
• The tape alphabet of a Turing machine
  Sanjeev Arora (2025). 9780521424264, Cambridge University Press. ISBN 9780521424264
• The Feferman–Schütte ordinal $\backslash Gamma\_0$
  Reinhard Kahle (2025). 9783030494230, Springer. ISBN 9783030494230
• Congruence subgroups of the modular group of other arithmetic groups
• One of the Greeks in mathematical finance

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Unicode

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See also

• Г, г - Ge (Cyrillic)
• G, g - Latin
• Gamma correction
• List of storms named Gamma

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