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The ambiguity in a locally ambiguous sentence briefly stays and is resolved, i.e., disambiguated, by the end of the speech. Sometimes, local ambiguities can result in "garden path" sentences, in which a structurally correct sentence is difficult to interpret because one interpretation of the ambiguous region is not the one that makes most sense.
Various sentences using the syllables mā, má, mǎ, mà, and ma are often used to illustrate the importance of tones to foreign learners. One example: Chinese: 妈妈骑马马慢妈妈骂马; pinyin: māma qí mǎ, mǎ màn, māma mà mǎ; lit. 'Mother is riding a horse... the horse is slow... mother scolds the horse'. [37]
The phrase "all politics is local" is commonly used in United States politics. [1] Variations of the phrase date back to 1932. [ 1 ] Tip O'Neill , a former Speaker of the U.S. House of Representatives , is most closely associated with this phrase, although he did not originate it.
A local community has been defined as a group of interacting people living in a common location. The word is often used to refer to a group that is organized around common values and is attributed with social cohesion within a shared geographical location, generally in social units larger than a household.
The dative with the preposition ἐν en "in" and the dative of time (e.g., τῇ τρίτῃ ἡμέρᾳ, tēî trítēi hēmérāi, which means "on the third day") are examples of locative datives. Some early texts, in particular Homer, retain the locative in some words (for example ἠῶθεν, ēôthen – at dawn, Iliad 24.401).
Examples include sentences like The critic wrote the book was enlightening, which is ambiguous when The critic wrote the book has been encountered, but was enlightening remains to be processed. Then, the sentence could end, stating that the critic is the author of the book, or it could go on to clarify that the critic wrote something about a book.
In algebraic geometry, especially when R is the local ring of a scheme at some point P, R / m is called the residue field of the local ring or residue field of the point P. If (R, m) and (S, n) are local rings, then a local ring homomorphism from R to S is a ring homomorphism f : R → S with the property f(m) ⊆ n. [5]
[clarification needed] The recommended approach is for local educators to consult global resources for materials and techniques and then adapt them for local use. For example, in information, it involves advancing computer and media understanding to allow students and educators to look beyond their local context. [32]