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语言学教案Chapter 5 Meaning

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2021-02-16 22:11
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2021年2月16日发(作者:真没意思)


Chapter 5 Meaning



5.1 Meanings of “meaning”



5.2 The referential theory


5.3 Sense relations


5.3.1 Synonymy


5.3.2 Antonymy


5.3.3 Hyponymy


5.4 Componential analysis


5.5. Sentence meaning


5.5.1 An integrated theory


5.5.2 Logical semantics



Semantics:


the


study


of


the


meaning


of


linguistic


units,


words


and


sentences


in


particular.



5.1 Meanings of “meaning”



Ogden & Richards: 16 major categories of meaning, with 22 sub-categories


Ogden,


C.


K.


&


I.


A.


Richards.


1923.


The


Meaning


of


Meaning


[M].


London:


Routledge & Kegan Paul.


Leech: 7 types of meaning


Leech,


G


.


1981[1974].


Semantics:


The


study


of


Meaning


[M].


Harmondsworth:


Penguin.


?



Conceptual meaning (


概念意义


): similar to reference (


指称


)


?



Connotative meaning (


内涵意义


): some additional, especially emotive meaning.


E.g. c.f.


politician


&


statesman




Note: Connotation and denotation in philosophy


CONNOTATION (


内涵


)


DENOTATION (


外延


)


E.g. human



?



Thematic meaning (


主题意义


)


Question: How to explain the meaning of a word in the conceptual meaning?


E.g. DESK



1) to point to a desk directly


2) to describe it as “a piece of furniture with a flat top and four legs, at


which one


reads and writes.


3) to paraphrase it as “a desk is a kind of table, which has drawers”



4) to give the Chinese equivalent


书桌




5.2 The referential theory


Problems


:



The concrete thing pointed at differs from the abstract concept behind the thing.


The object pointed at does not directly correspond to the concept.



CONCEPT


Semantic triangle


concept




word







thing



C.f. Sense & reference


1) Sense: the abstract properties of an entity


——



concept


——



connotation



Reference: the concrete entities having these entities


——



denotation


2) Every word has a sense, but not every word has a reference.


E.g. grammatical words like


but, if, and



5.3 Sense relations


?



Sense


?



Reference


Three


kinds


of


sense


relations:


sameness


relation,


oppositeness


relation,


and


inclusiveness relation



5.3.1 Synonymy


SYNONYMY: the sameness relation


?



Stylistic difference








E.g. Little Tom ___________ a toy bear.




c.f. buy & purchase



?



Connotative difference.


E.g. “I’m thrifty. You are economical. And he is stingy.”



?



Dialectical difference










E.g. c.f. autumn & fall



5.3.2 Antonymy


Antonymy: the oppositeness relation


(1) Gradable antonymy


E.g. good: bad, long: short, big: small


gradable---comparative and superlative degree; lexicalization


E.g. good & bad


graded against different norms---no absolute criterion


E.g. c.f. a big car & a small plane


one member of a pair, usually the term for the higher degree, serves as the cover term






E.g. How old are you?



C.f. Unmarked & marked


?



Unmarked: the term is more often used


?



Marked: the term is less used, odd, or unusual



(2) Complementary antonymy


E.g alive:dead, male:female



NOTE 1


: Not only the assertion of one means the denial of the other, the denial of


one also means the assertion of the other.



NOTE 2


: No comparative or superlative degrees are allowed.


E.g. alive, dead,


半死不活



*John is more dead than Mary.


C.f. John is more mad than stupid.



C.f. Gradable and complementary



1. The difference between the gradable and the complementary is somewhat similar to


that between the contrary and the contradictory.


In logic, a proposition is the contrary of another if it is impossible for both to true, or


false.


E.g. The coffee is hot.


The coffee is cold.


A proposition is the contradictory of another if it is impossible for both to be true, or


false.


E.g. This is a male cat.


This is a female cat.













b




















a





a





b








gradable
























complementary



2. The norm in complementary is absolute.


E.g. male & female



3. There is no cover term for the two members of a pair.


E.g.


Is it a boy or a girl


?







*


How male is it


?



Exception: true & false (Pp 167)



(3) Converse antonymy


E.g. buy: sell, lend: borrow


X buys something from Y


. == Y sells something to X.


RELATIONAL OPPOSITES



5.3.3 Hyponymy


HYPONYMY


SUPERORDINATE



HYPONYMS


CO-HYPONYMS



flower




rose




peony




jasmine




chrysanthemum




tulip




violet



AUTO-HYPONMY


living



plant











animal



bird



fish




insect




animal



human





animal



tiger



lion



elephant







5.4 Componential analysis


carnation





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