Acrophony in the context of "History of the alphabet"

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⭐ Core Definition: Acrophony

Acrophony (/əˈkrɒfəni/; Ancient Greek: ἄκρος, romanizedakros, lit.'uppermost' + φωνή phone 'sound') is the naming of letters of an alphabetic writing system so that a letter's name begins with the letter itself. For example, Greek letter names are acrophonic: the names of the letters α, β, γ, δ, are spelled with the respective letters: άλφα (alpha), βήτα (beta), γάμμα (gamma), δέλτα (delta).

The paradigm for acrophonic alphabets is the Proto-Sinaitic script and the succeeding Phoenician alphabet, in which the letter A, representing the sound [ʔ], is thought to have derived from an Egyptian hieroglyph representing an ox, and is called 'ox', ʾalp, which starts with the glottal stop sound the letter represents. The second letter of the Phoenician alphabet is bet (which means 'house' and looks a bit like a shelter) representing the sound [b], and from ālep-bēt came the word "alphabet" – another case where the beginning of a thing gives the name to the whole, which was in fact common practice in the ancient Near East.

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👉 Acrophony in the context of History of the alphabet

Alphabetic writing – where letters generally correspond to individual sounds in a language (phonemes), as opposed to having symbols for syllables or words – was likely invented once in human history. The Proto-Sinaitic script emerged during the 2nd millennium BC among a community of West Semitic laborers in the Sinai Peninsula. Exposed to the idea of writing through the complex system of Egyptian hieroglyphs, their script instead wrote their native Canaanite language. With the possible exception of hangul in Korea, all later alphabets used throughout the world either descend directly from the Proto-Sinaitic script, or were directly inspired by it. It has been conjectured that the community selected a small number of those commonly seen in their surroundings to describe the sounds, as opposed to the semantic values of their own languages. This script was partly influenced by hieratic, an older cursive script derived from hieroglyphs. Mainly through the Phoenician alphabet that descended from Proto-Semitic, alphabetic writing spread throughout West and South Asia, North Africa, and Europe during the 1st millennium BC.

Some modern authors distinguish between consonantal alphabets, with the term abjad coined for them in 1996, and true alphabets with letters for both consonants and vowels. In this narrower sense, the first true alphabet would be the Greek alphabet, which was adapted from the Phoenician alphabet. Many linguists are skeptical of the value of wholly separating the two categories. Latin, the most widely used alphabet today, in turn derives from the Etruscan and Greek alphabets, themselves derived from Phoenician.

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Acrophony in the context of Aleph

Aleph (or alef or alif, transliterated ʾ) is the first letter of the Semitic abjads, including Phoenician ʾālep 𐤀, Hebrew ʾālef א‎, Aramaic ʾālap 𐡀, Syriac ʾālap̄ ܐ, Arabic ʾalif ا‎, and North Arabian 𐪑. It also appears as South Arabian 𐩱 and Ge'ez ʾälef አ.

These letters are believed to have derived from an Egyptian hieroglyph depicting an ox's head to describe the initial sound of *ʾalp, the West Semitic word for ox (compare Biblical Hebrew אֶלֶףʾelef, "ox"). The Phoenician variant gave rise to the Greek alpha (Α), being re-interpreted to express not the glottal consonant but the accompanying vowel, and hence the Latin A and Cyrillic А and possibly the Armenian letter Ա.

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Acrophony in the context of Attic numerals

The Attic numerals are a symbolic number notation used by the ancient Greeks. They were also known as Herodianic numerals because they were first described in a 2nd-century manuscript by Herodian; or as acrophonic numerals (from acrophony) because the basic symbols derive from the first letters of the (ancient) Greek words that the symbols represented.

The Attic numerals were a decimal (base 10) system, like the older Egyptian and the later Etruscan, Roman, and Hindu-Arabic systems. Namely, the number to be represented was broken down into simple multiples (1 to 9) of powers of ten — units, tens, hundred, thousands, etc.. Then these parts were written down in sequence, in order of decreasing value. As in the basic Roman system, each part was written down using a combination of two symbols, representing one and five times that power of ten.

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