Examples are automatically compiled from online sources to show current usage. Opinions expressed in the examples do not represent those of Merriam-Webster or its editors. Send us feedback. Beverly concludes, her digraphs pointedly curt, left to flutter in the air. Vulture, 4 May 2023 The dig...
di·graph·ic[dahy-, graf, -ik],adjective di·graph i·cal·lyadverb Discover More Word History and Origins Origin ofdigraph1 First recorded in1780–90;di-1+-graph Discover More Example Sentences Examples have not been reviewed. It can be dry and tedious stuff, replete with obscure jargon...
Answer and Explanation: A digraph is a linguistic term that refers to two combined letters that make one sound in speech. For example, the ''ph'' in the word digraph makes... Learn more about this topic: Vowel Digraphs Definition, Chart & Examples ...
Ask a question Our experts can answer your tough homework and study questions. Ask a question Search AnswersLearn more about this topic: Phonetic Spelling Definition & Examples from Chapter 9 / Lesson 1 71K Defining phonetics. Get to know more about what the phonetic spelling of words is...
This resource is designed to make teaching and learning consonant digraphs fun and effective. These games and activities will help give your...
Definition 4.1 Let X be a preordered space, and let A be a preordered subspace of X. The homology digraph of the pair (X,A) is the directional graded vector space H∗(X,A) where the pointing relation is generated by the relation ↗ defined as follows: given relative homology classes...
The idea of such a generalization was mentioned in 1695 by Leibniz and L'Hospital. The first definition of the fractional derivative was introduced by Liouville and Riemann at the end of the 19th century. Fractional calculus was found to be a very useful tool for modelling the behaviour of ...
The theory of signed graph was originated as early as 1946, when Heider studied the attitudes and cognitive organization towards persons [12]. Then in 1956, Cartwright and Harary made a conclusion of Heider’s research by graph theory, which provided a formal definition of structural balance [...
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(i, xo) for all i. If there are any edges in T containing xothe definition is extended. For example, consider if T contains the edge (xo, x1). For each i in I, there is a unique vertex in the Kautz graph which is reached by an edge from t−1(i, xo) and which has d1....