Semantics Flashcards

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1
Q

definition of semantics

A

semantics concern the study of meaning in terms of what conceptual contents (= information) we take words to encode

it is the conventional aspect of language, and it is determined by the language system and not by its use in context

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2
Q

is Saussure’s theory helpful to characterise meaning ?

A

it just states the conventional (= shared) nature of language, but it does not inform us on the notion of reference, which is the relationship between a word and the world

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3
Q

definition of meaning

A

what a language expression refers to
> person
> conditions that need to be met in order for the sentence to be true

in semantics, meaning is often construed as referential meaning, in relation with the concepts of denotation and reference

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4
Q

definition of denotation

A

it has to do with the human capacity of representing concepts and using words to name such concepts : it has to do with knowing the contant that the words used are associated with, and being able to identify world objects which correspond to it

so denotation is also construed as a property of words

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5
Q

definition of reference

A

it is an operation by which we signal that we are pairing a given linguistic unit with an actual object in the world

the actual person about whom we are talking is the referent

in order to talk about them, i use the words that are associated with them

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6
Q

what if semantics was reference ?

A

problems :
1. some words would have no meaning
2. some words which do not correspond to actual referents
3. many unique referents correspond to different expressions and have different meanings, and there is no one-to-one correspondence

therefore, we can conclude that there are different dimensions in semantic meaning

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7
Q

what did Frege talk about ?

A

distinction between sense and reference

fundamental distinction we need in order to talk about meaning

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8
Q

Frege’s paradox of identify statements

A

> a and b are either names or descriptions that denote individuals
a = a is true only if object a is identical to object a
a = b is true only if object a is identical to object b

a = a is a self-evident truth, while a = b is not. so there is a difference between the meaning of a = a and a = b. but if the two previous statements were true, they should have the same meaning
> so why is there a difference ?

the two cases are the same case, and that does not explain the difference in meaning between the two identity sentences

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9
Q

Frege’s paradox of substitution

A

if a name x appears in a true sentence and the identity statement x = y is true, then the substitution of x by y does not affect the truth if the sentence

the problem comes with belief reports
> but why aren’t the two sentences true if all we have done is change the name by which we refer to the same writer ?

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10
Q

Frege’s findings

A

meaning = sense + denotation

names and descrptions have a denotation (ex. they allow us to refer to objects in the world), but they also express a sense

the sense of an expression accounts for its cognitive significance. it is the way by which one conceives the denotation of the term
> so sense concerns a relationship inside the language

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11
Q

solution to the paradox of identity statements

A

in addition to reference, names and descriptions have a sense. it is the mode of presentation = the way we talk about the referent and how we describe and construe it
> in addition to reference, there is sense involved in meaning

different sense, because the way we construe and access the referent is different
> as a consequence, we should expect a different in meaning between identity statements of the form a = a and a = b

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12
Q

solution to the paradox of substitution

A

when names follow prepositional attitude verbs, they no longer denote what they ordinarily denote. instead, in those contexts, the name denotes its ordinary sense

these are two different thoughts, which correspond to different senses, so both sentences are different in meaning

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13
Q

what Frege gave us

A

a way of dealing with the facts that meaning has to do with a relationship between words and the world (= reference), and that meaning also has to do with some conceptual knowledge (= sense)

words which we can use to refer to things have both a sense and a denotation, and it is BECAUSE they have a sense that they can have a denotation

with sense and denotation, we have two different ways of describing the meaning of a given expression

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14
Q

extension in semantics

A

set of objects of the world to which the term can apply = set of possible referents

it supposes that we can list those objects : reference, denotation, range of applicability

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15
Q

intention in semantics

A

set of features shared by all objects denoted by the term = set of predicates belonging to a concept

it is linked to the process of understanding and construing, and also to a mental operation which consists in characterising and describing -> “internal” content, idea, concept

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16
Q

meaning components in semantics

A

the fact that we can construe a difference nased on one criterion of meaning should alert us to the fact that we can think in terms of meaning components.
> meanings can be broken down into smaller conceptual units.

17
Q

inspiratio behind meaning components

A

by structural phonetics : each language has a number of sounds, and these sounds are analysable in terms of distinctive features

18
Q

What did Louis Hjelmselv find for semantics ?

A

he found that we can classify words of the lexicon according to a restricted set of distinctive semantic features

19
Q

lexeme

A

lexical linguistic unit : a lexical morpheme

a content word

20
Q

seme

A

atom of meaning which corresponds to a semantic feature : semantic building block

semic analysis determines the meaning of lexemes by looking at the semes they are composed of

21
Q

attribute-value matrix in componential analysis

A

a lexeme is richer than another when it has more semantic features

it also allows us to find synonymy, hyponymy, antonymy and polysemy in semes

22
Q

componential analysis

A

lexemes are composed of semes, and lexical meaning is compositional

componential analysis is also a way of approaching category membership we rely on and sufficient conditions to determine category membership

23
Q

necessary and sufficient conditions theory

A

every matrix identifies a sufficient list of necessary conditions of a concept that can be denoted by a word

ex. actress = [woman] , [in movies] :
> these features, taken together, are sufficient to characterise e.g actresses and distinguish them from non actresses
> these features are necessary, because neither can be left out

24
Q

meaning of a lexeme according to the necessary and sufficient conditions theory

A

the meaning of a lexeme is the set of its necessary and sufficient conditions : each seme is a property that the referent has

when it has all the properties required to make it into a category, then we consider that it belongs to that category

-> the set of necessary and sufficient conditions gives a definition and a meaning to the lexeme

25
Q

features of componential approaches

A

reduce complex meanings to a finite set of semantic “building blocks”

can be applied to any language

clearly distinguish what is and what is NOT denoted by an expression

combinability

26
Q

problems of the componential approach in semantics

A
  1. this theory assumes that if speakers share the same concept they will agree on the necessary and sufficient conditions, but it is not always the case
  2. in the case of polysemy, the attribute-value matrix that we can come up with seems artificial (how do we know which are the most important semes ?)
  3. that approach studies the nature of objects rather than the nature of their representation by the human mind
27
Q

boundaries in word meaning for prototype theory

A

meanings are often context-specific and imprecise

word meanings have fuzzy boundaries

28
Q

labov’s experiments on word boundaries

A

cup-bowl-mystery mix of both
> both the shape and the function of the object can influence denotation

what we call things can be influenced by context, and that we intuitively identify items that seem to be good instances of a category

29
Q

Rosch and furniture

A

some terms don’t directly com to mind (ex. bookcase)

some categories seem to be organised around “typical” members of categories

30
Q

Rosch and fruit/birds

A

fruit : people tend to have similar ratings

birds : the more central sth is to a category, the quicker it is associated with the name of the category

31
Q

prototype

A

the best representative commonly given of a category

if the prototype is a category, it is because it emcopasses real and also counter-factual instances

32
Q

relationship between lexemes and prototypes

A

some lexemes are more prototypical than others within the same category : there is a gradation

core lexeme (= prototype) VS peripheral lexemes

some elements have some features but not others : family resemblance matters

33
Q

prototype internal structure

A

natural categories have an internal structure composed of :
> a prototype of the category
> non prototypical members which are placed in an order ranging from best to not so good exemplars

we ask ourselves what the degree of representativeness if for the term of a given category

34
Q

prototype semantics

A

a term belongs to a category not on the basis of whether it fulfills necessary and sufficient conditions, but on the basis of a resemblance criterion

basically, a prototype is a collection of features : not a list of features, but clusters of features which are linked through a relationship of resemblance

35
Q

consequences of the categorization of prototypes

A
  1. the question of categorisation is no longer a “yes/no” question, it is a degree question
    > there are degrees in classifications
  2. we evaluate the degree to which it resembles the best exemplar of the category = matching principle
    > the more the item resembles the prototype, the clearer
    its belongingness to the category
36
Q

prototype effects

A

frequency

priority in lists

speed of verification

generic VS specialised names