Jump to content

Allograph

From Wikipedia, the free encyclopedia
The printable version is no longer supported and may have rendering errors. Please update your browser bookmarks and please use the default browser print function instead.
⟨g⟩ rendered with or without a looptail are allographs of each other

In graphemics and typography, the term allograph is used of a glyph that is a design variant of a letter or other grapheme, such as a letter, a number, an ideograph, a punctuation mark or other typographic symbol. In graphemics, an obvious example in English (and many other writing systems) is the distinction between uppercase and lowercase letters. Allographs can vary greatly, without affecting the underlying identity of the grapheme. Even if the word "cat" is rendered as "cAt", it remains recognizable as the sequence of the three graphemes ⟨c⟩, ⟨a⟩, ⟨t⟩.[1]

Letters and other graphemes can also have significant variations that may be missed by many readers. The letter g, for example, has two common forms in different typefaces, and a wide variety in people's handwriting. A positional example of allography is the long s |ſ|, a symbol which was once a widely used as a non-final allograph for the lowercase letter s.

A grapheme variant can acquire a separate meaning in a specialized writing system, such as the International Phonetic Alphabet used in linguistics. Several such variants have distinct code points in Unicode and thus are not allographs for some applications.[2]

Typography

Official dimensions of the euro sign
Allographs of the sign in a selection of type faces

In typography, the term 'allograph' is used more specifically to describe the different representations of the same grapheme or character in different typefaces.[3] The resulting glyphs may look quite different in shape and style from the reference character or each other, but nevertheless their meaning remains the same.[4]

In Unicode, a given character is allocated a code point: all allographs of that character have the same code point and thus the essential meaning is retained irrespective of font choice at time of printing or display. Typically, for example, U+0067 g LATIN SMALL LETTER G is given a loop tail in serif typefaces but not in sans-serif faces (e.g., Times New Roman: g, Helvetica: g) but its code point is constant and its meaning persists irrespective of typeface.[a]

Typography of Han characters

In the Han script, there exist several graphemes that have more than one written representation. Han typefaces often contain many variants of some graphemes. Different regional standards have adopted certain character variants. For instance:

Standard Allograph Dictionary definition
Mainland China
Japan
Taiwan

Homoglyph

The concept of the allograph may be compared and contrasted with that of the homoglyph – glyphs of different meaning that are visually similar. For example, the letter O and the figure 0 have similar shape but have different meanings; the three letters A, Α and А look identical but are characters from three different scripts (Latin, Greek and Cyrillic).

See also

Notelist

  1. ^ The code U+0261 ɡ LATIN SMALL LETTER SCRIPT G in the IPA Extensions block is specified for use with the International Phonetic Alphabet and so incidental to this discussion.

References

  1. ^ "allograph". The Cambridge Encyclopedia of Language (second ed.). Cambridge University Press. 1997. p. 196.
  2. ^ Kumar, Sanjeev (2012-10-15). "A Comparative Study of UTF-8, UTF-16, and UTF-32 of Unicode Code Point". The IUP Journal of Telecommunications. IV (2). Rochester, NY: 50–59. SSRN 2161812.
  3. ^ Thomas Milo (2012). "Arabic Script Tutorial". nuqta.com. Retrieved 24 November 2019. In Arabic the abstract, nominal graphemes are represented by context-dependent allographs. Simplified support for Arabic handles contextual allographs according to two patterns, discontinuous and continuous assimilation. (Allographs and Ligatures)
  4. ^ David Rothlein; Brenda Rapp (3 April 2017). "The role of allograph representations in font-invariant letter identification". Journal of Experimental Psychology: Human Perception and Performance. 43 (7): 1411–1429. doi:10.1037/xhp0000384. PMC 5481478. PMID 28368166.