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In Welsh, the digraph ll fused for a time into a ligature.. A digraph (from Ancient Greek δίς (dís) 'double' and γράφω (gráphō) 'to write') or digram is a pair of characters used in the orthography of a language to write either a single phoneme (distinct sound), or a sequence of phonemes that does not correspond to the normal values of the two characters combined.
Printable version; In other projects Wikimedia Commons; Wikidata item; ... Pages in category "Latin-script digraphs" The following 15 pages are in this category, out ...
The digraph ng is not an independent letter, but it is an exception to the phonemic principle, one of the few in standard Finnish. ng (capital nG ) is used word-initially in Irish , as the eclipsis of g , to represent /ŋ/ (beside a, o, u ) or /ɲ/ (beside e, i ), e.g. ár ngalar /aːɾˠ ˈŋalˠəɾˠ/ "our illness" (cf. /ˈɡalˠəɾˠ/ ), i ...
A complete digraph is a directed graph in which every pair of distinct vertices is connected by a pair of unique edges (one in each direction). [ 1 ] Graph theory itself is typically dated as beginning with Leonhard Euler 's 1736 work on the Seven Bridges of Königsberg .
Gaelic phonemes may have various allophones as well as dialectal or variations in pronunciation not shown in the chart above. The more common ones are: /tʲʰ/ as [tʃʰ] or [tɕʰ] [8] /tʲ/ may also be affricated: [9] Area 1 without affrication [tʲ] Area 2 with strong affrication [tʒ] Area 3 with weak affrication [tᶾ] /ɾʲ/ as [ð] in ...
Digraph, often misspelled as diagraph, may refer to: Digraph (orthography), a pair of characters used together to represent a single sound, such as "nq" in Hmong RPA; Ligature (writing), the joining of two letters as a single glyph, such as "æ" Digraph (computing), a group of two characters in computer source code to be treated as a single ...
Ch is a digraph in the Latin script.It is treated as a letter of its own in the Chamorro, Old Spanish, Czech, Slovak, Igbo, Uzbek, Quechua, Ladino, Guarani, Welsh, Cornish, Breton, Ukrainian Latynka, and Belarusian Łacinka alphabets.
Digraph found by V.Faber and J.W.Moore. The complete set of cayley digraphs in that order was found by Eyal Loz. * Digraphs found by Francesc Comellas and M. A. Fiol. More details are available in a paper by the authors. * Cayley digraphs found by Michael J. Dinneen. Details about this graph are available in a paper by the author. *
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