Semantics I Flashcards

(38 cards)

1
Q

lexical semantics

A

morphemes/words are individually associated with particular meanings
field of study of lexical semantics
meaning of particular words

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2
Q

what are associated with meanings too

A

whole sentences
proposition = sentence= basic unit of meaning
sentence meanings = related to truth conditions
apply predicate (verb kinda) to subject (john)

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3
Q

what is the meaning of sentences

A
  • involves info
  • basic units of info = propositions
  • propositions can be true or false
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4
Q

declarative sentences

A

declarative sentences denote propositions

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5
Q

empirical domain of semantics

A

semanticbits study behavioural phenomena
examine speakers judgements about meaning
exploit truth conditions

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6
Q

truth conditions

A
  • core literal meaning of sentence
  • when speaker understands sentence = knows conditions under which sentence is true
  • do not have to know if true, but just need to know what the world would have to be like for it to be true
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7
Q

the zombies are leaning on the fence

A
  • doesnt require much knowledge of zombies
  • dotn have to believe in them
  • dont have to know if sentence true or false
  • need to know which conditions it would be true or false= truth conditions
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8
Q

infelicity

A
  • some aspects of meaning not covered by truth conditions
  • part of semantic knowledge = conditions under which sentence can be appropriately uttered
  • sentence can have identical truth conditions but diff felicity condtions - cant use sentence in same context
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9
Q

infelicity ex

A

who wants fish= mary wants fish or it is mary who wants fish
what does mary want = mary wants fish, # it is mary who wants fish

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10
Q

when is a sentence infelicitous

A

also if doesnt make sense
neither true nor false = no truth conditions, doesnt mean anything
colorless green ideas sleep furiously

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11
Q

inference

A

sentences gives rise to an inference if uttering that sentence conveys some proposition
info conveyed = inference
2 types = entailment and presupposition

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12
Q

entailment

A

proposition entails another if truth of first guarantees truth of second
2nd true in all situations where first true
ex = sara is a famous hunter –> entails sara is a hunter
speaker knows entailment relations even if dont know if sentence true or no

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13
Q

hyponymy

A

entailment can come from meanings of words
apple belongs to set of things that are fruits

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14
Q

passivization

A

entailment can come from syntactic operation like passivization
kate ate an apple , an apple was eaten by kate

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15
Q

mutual entailment

A

kate ate an apple , an apple was eaten by kate = also case of mutual entailment
a entails b and b entails a
= sentences are synonymous or equivalent, no world where one tue and other false

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16
Q

what might entailment be due to

A

meaning of logical words = and, or, not
presence or absence of modifiers

17
Q

word meanings

A

we need to knwo about meanings of words in order to undersatnd relations like entailment
can compute entailment relationship - need to know word meanings

18
Q

logical words

A

words whose meaning can be given a very precise definition
and, or, not, every

19
Q

content words

A

words whose meaning is more difficult to pin down and relies on real world knowledge

20
Q

encyclopedic knowledge

A

knowldge about facts of world

21
Q

linguistic knowledge

A

knowledge about semantic relations between context words

22
Q

asymmetric entailment

A

if a true, b is necessarily true

23
Q

mutual entailment

A

if a is true, b is necessarily true and if b is true, a is necessarily true

24
Q

contradiction

A

if a is true, b is necessarily false, is b is false, a is necessarily true

25
presupposition
proposition presupposes another proposition if the second proposition has to be true in order for the first to be true background assumptions that speakers assume are shared bewteen the conservation participants rely on context
26
how to tell entailments from presuppositions
presuppositions persist in envirs where entailments dont so do family of sentences test = involves manipulating original sentence by adding meaning cancelling operations
27
what are family of sentences test
negation yes/no question modal verb like might antecedent of a conditional = if clause
28
what happens to entailments and presups when do family of sentences test
entailments are cancelled in tehse envir presupoositions arent
29
negation
og = mike stopped selling heroin negation = mike didnt stop selling heroin a) mike doesnt currently sell heroin b) mike used to sell heroin a = false now, b = still true a = entail (meaning cancelled), b = presup
30
yes/no question
og = mike stopped selling heroin q = did mike stop selling heroin? a) mike doesnt currently sell heroin b) mike used to sell heroin a = false now, b = still true a = entail (meaning cancelled), b = presup
31
modal verb
og = mike stopped selling heroin modal = mike might stop selling heroin a) mike doesnt currently sell heroin b) mike used to sell heroin a = false now, b = still true a = entail (meaning cancelled), b = presup
32
antecedent of a conditional
og = mike stopped selling heroin ant = if mike stops selling heroin, he wont go to jail a) mike doesnt currently sell heroin b) mike used to sell heroin a = false now, b = still true a = entail (meaning cancelled), b = presup
33
a vs the
a = if you know personally the = if random dog need to keep the same if talking about same entity
34
indefinites
a, an seem to be good when referent has not yet been mentioned bad when referent has already been mentioned a dog walked up to me, a dog licked me = use the, since same dog
35
definites
the seem to be = bad when referent not yet mentionned good when referent already mentionned the dog walked up to me = only good if know what dog, canr use this if random dog
36
what inferences do indefinites and definites trigger
trigger inference that entity exists
37
describe negation = how to know if indefinite
a unicorn walked in and the unicorn walked in = both trigger inference that unicorns exist under negation --> inference only persists with definite = a unicorn didnt walk in --> no inference that unicorn exists (a is indefinite) = the unicorn didnt walk in = existence inference persists (the is definite) :. existence is entailed by indefinite :. existence is presupposed by definite
38
describe negation = how to know if definite
a unicorn walked in and the unicorn walked in = both trigger inference that unicorns exist under negation --> inference only persists with definite = a unicorn didnt walk in --> no inference that unicorn exists (a is indefinite) = the unicorn didnt walk in = existence inference persists (the is definite) :. existence is entailed by indefinite :. existence is presupposed by definite