Turned A

Turned A (capital: or , lowercase: ɐ or ɒ, math symbol ) is a symbol based upon the letter A.

Lowercase ɐ (in two story form) is used in the International Phonetic Alphabet to identify the near-open central vowel. A variant, turned alpha, ɒ, is also used in the IPA as the open back rounded vowel.

It was used in the 18th century by Edward Lhuyd and William Pryce as phonetic character for the Cornish language. In their books, both and ɐ have been used. [1] It was used in the 19th century by Charles Sanders Peirce as a logical symbol for 'un-American' ("unamerican").[2]

The symbol has the same shape of a capital turned A, sans serif. It is used to represent universal quantification in predicate logic. When it appears in a formula together with a predicate variable, they are referred to as a universal quantifier. In traffic engineering it is used to represent flow, the number of units (vehicles) passing a point in a unit of time.

Encodings

is encoded in Unicode at U+2C6F latin capital letter turned a (HTML: Ɐ) in the block Latin Extended-C, though very few fonts support it as of 2008, and ɐ is encoded in Unicode at U+0250 ɐ latin small letter turned a (HTML: ɐ) in the block IPA Extensions.
The similar turned alphas are at U+2C70 latin capital letter turned alpha (HTML: Ɒ capital), and at U+0252 ɒ latin small letter turned alpha (HTML: ɒ).

The mathematical symbol is encoded at U+2200 for all (HTML: ∀ ∀), in the mathematical operators and symbols in Unicode, and only in a sans-serif form.

The Symbol font includes at position 34 (which would produce the quotation mark in ASCII and Unicode).

↑Jump back a section

References

  1. ^ Michael Everson, Proposal to add Latin letters and a Greek symbol to the UCS, ISO/IEC JTC1/SC2/WG2 N3122 L2/06-266 (2006)
  2. ^ Page 320 in Randall Dipert, "Peirce's deductive logic". In Cheryl Misak, ed. The Cambridge Companion to Peirce. 2004


Aa Bb Cc Dd Ee Ff Gg Hh Ii Jj Kk Ll Mm Nn Oo Pp Qq Rr Ss Tt Uu Vv Ww Xx Yy Zz
Letter A with diacritics
Áá Àà Ăă Ắắ Ằằ Ẵẵ Ẳẳ Ââ Ấấ Ầầ Ẫẫ Ẩẩ Ǎǎ Åå Ǻǻ Ää Ǟǟ Ãã Ȧȧ Ǡǡ Ąą Āā Ảả Ȁȁ Ȃȃ Ạạ
Ặặ Ậậ Ḁḁ Ⱥⱥ Ɐɐ Ɑɑ
Related
↑Jump back a section

Read in another language

This page is available in 5 languages

Last modified on 1 March 2013, at 04:43