Associative meaning

Associative meaning

According to the semantic analysis of Geoffrey Leech, the associative meaning of an expression has to do with individual mental understandings of the speaker. They, in turn, can be broken up into six sub-types: "connotative, collocative, social, affective, reflected and thematic" (Mwihaki 2004).

* The connotative meanings of an expression are the thoughts provoked by a term when in reference to certain entities. Though these meanings may not be strictly implied by relevant definitions, they show up in common or preferred usage regardless. This is not to be confused with what is historically referred to as connotation, which more closely describes rigid definitions of words.
* Collocative meaning, or "collocation", describes words that regularly appear together in common use (within certain contexts).
* Social meaning, where words are used to establish relationships between people and to delineate social roles. For example, in Japanese, the suffix "-san" when added to a proper name denotes respect, sometimes indicating that the speaker is subordinate to the listener; while the suffix "-chan" denotes that the speaker thinks the listener is a child or childlike (either for purposes of affection or derision).
* Affective meaning has to do with the personal feelings or attitudes of the speaker.
* Reflected meaning has to do with when one sense of a particular word affects the understanding and usage of all the other senses of the word.
* Thematic meaning concerns itself with how the order of words spoken affects the meaning that is entailed.

Related links

* Mwihaki, Alice. (2004). http://www.ifeas.uni-mainz.de/SwaFo/SF11Mwihaki.pdf


Wikimedia Foundation. 2010.

Игры ⚽ Нужно решить контрольную?

Look at other dictionaries:

  • Associative algebra — In mathematics, an associative algebra is a vector space (or more generally, a module) which also allows the multiplication of vectors in a distributive and associative manner. They are thus special algebras. Definition An associative algebra A… …   Wikipedia

  • Associative Entities — An associative entity is an element of the Entity relationship model. The database relational model doesn t offer direct support to many to many relationships, even though such relationships happen frequently in normal usage. The solution to this …   Wikipedia

  • Associative agnosia — People with associative agnosia fail in assigning meaning to an object, animal or building that they can see clearly. Most cases have injury to the occipital and temporal lobes and the critical site of injury appears to be in the left occipito… …   Wikipedia

  • Operator associativity — For the mathematical concept of associativity, see Associativity. In programming languages and mathematical notation, the associativity (or fixity) of an operator is a property that determines how operators of the same precedence are grouped in… …   Wikipedia

  • Philosophy of language — is the reasoned inquiry into the nature, origins, and usage of language. As a topic, the philosophy of language for Analytic Philosophers is concerned with four central problems: the nature of meaning, language use, language cognition, and the… …   Wikipedia

  • Addition — is the mathematical process of putting things together. The plus sign + means that two numbers are added together. For example, in the picture on the right, there are 3 + 2 apples meaning three apples and two other apples which is the same as… …   Wikipedia

  • Włatcy móch — First row from the left: Anusiak, Konieczko, Maślana and Czesio. Second for: School nurse and Ms. Frał Format Cartoon Directed by Bartosz Kędzierski …   Wikipedia

  • Olfactory memory — refers to the recollection of odours. Studies have found various characteristics of common memories of odour memory including persistence and high resistance to interference. Explicit memory is typically the form focused on in the studies of… …   Wikipedia

  • EXEMPLUM — EXEMPLUM, legend or anecdote from the lives of the sages to suggest emulation as instruction. In medieval Hebrew literature it is very difficult to distinguish between the legend and hagiography , historical fiction, and various kinds of fables.… …   Encyclopedia of Judaism

  • animal learning — ▪ zoology Introduction       the alternation of behaviour as a result of individual experience. When an organism can perceive and change its behaviour, it is said to learn.       That animals can learn seems to go without saying. The cat that… …   Universalium

Share the article and excerpts

Direct link
Do a right-click on the link above
and select “Copy Link”