Definitions Flashcards

1
Q

what is logic?

A

is the the formal study of valid reason; “formal” because it is intrested in the forms of inferences

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2
Q

Reasoning (inference)

A

is the move from premises to conclusion

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3
Q

Forms

A

are empty (without context) and repeatable (adaptable to any context)

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4
Q

Structures are…

A

content-context sensitive

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5
Q

Argument

A

is an inference addressed to an audience aimed to convince that the drawn conclusion is true= dialogic form

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6
Q

Difference between reasoning (inference) and argument

A

is that the inference is simply the mind process that draws conclusions from premises, meanwhile the argument is the expressed form of an inference (inference: just in the mind; argument: expressed inference)

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7
Q

Critical thinking

A

is the informal logic, informal analysis of the inferences in contents– it is context and content sensitive. The inferences are studied in the concrete contexts and with reference to the contents

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8
Q

Justification
Justifying

A

is the relation between premises and conclusions– it is used in the expressed form of an inference, meaning just in the arguments
Giving reasons to believe

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9
Q

Reasons

A

is expressed by declarative sentences; they are thesis or proposistions– as such they can be true or false, strong or weak, relevant or irrelevant in relation to the conclusion

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10
Q

Proof

A

is an argument wherefor there are no counter-reasons
The proofs are true only relatevely the language in which they are expressed

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11
Q

Validity

A

it means formally adequate
Two types of validity:
- syntactic: it means based on language, that follows the grammatical rules of the language; syntactically valid
- semantically: it means that an argument is true in every possible world in which the inferences are true, thus also the conclusion

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12
Q

Soundness

A

Formal validity (both syntactically and semantically) + premises are true in OUR world

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13
Q

Irrelevant reasons

A

have no relation to the conclusion

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14
Q

Weak reasons

A

may have some relation, but there can be counter-reasons

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15
Q

Proving

A

giving strong justifications – there is no counter-reason, no counter-example

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16
Q

Good argument

A
  • has validity in inferences= formally adequate
  • premises and conclusions are true
  • is sound= is formally adequate and the premises are true in our world (convincing)
    A sound argument rationally forces us to accept its conclusions (it’s convincing)
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17
Q

Dialectics

A

theory and practice of intellectual confrontations

18
Q

Pragmatics

A

analysis of the effects of speaking

19
Q

Reconstructing arguments

A
  • look at possible premises, conclusions and indicators
  • isolate the T-conclusion
  • remove redundancies and rethoric artificies
  • make allusions explicit
  • add implicit premises or conclusions
  • in case of complex arguments, make a list of sentences (=PARAPHRASIS)
  • then represent the justification relations by a diagram (justification expressed by arrows)
20
Q

Data + Warrant–Claim

A

Data= preliminary givens (unrestricted contents)
ex. Amal was born in Italy
To move from Data to Claim we need a Warrant
Warrant= other givens
ex. because her parents are italian

21
Q

Data + Warrant + Backing– Claim

A

Backing= other data, most frequently generalizations expressing rules/ conventions, common sense principles

22
Q

Data + Warrant + Backing– Claim + Qualifier

A

Q= adverbial expressions diminishing or increasing the epistemic (credibility) of the C
They are qualifier, which modifies the claim such as “probably”, “presumably”, “very likely”

23
Q

Data + Warrant + Backing + Rebuttal– Claim + Qualifier

A

Rebuttal= counter-reason which blocks the move from D to C
ex. unless she had changed her citizenship

24
Q

Data + Warrant + Backing + Rebuttal Exclusion – Claim + Qualifier

A

Rebuttal exclusion (RE)= D-premise importing rebuttal exclusion. Anticipates and rejects the counter-reason (rebuttal). To reject the Rebuttal one has therefore to import some other data
ex. since she did not change her citizenship

25
Q

Difference between Sentential and Predicate Logic

A
  • Sentential L: inferences based on the connections of sentences
  • Predicate L: inferences based on the connections of predicates
26
Q

Sentences

A

= declarative premises and conclusions in arguments
Can be true or false
Are truth apt (it is true/false that…)
The alethic feature (truth-related) is only formal: it does not regard the effective possibility of knowing whether the sentence is true or false

27
Q

Sentential operators

A
  • if..then
  • or
  • and
  • not
  • if and only if
    They form compound (complex) sentences (the others are simple (atomic) sentences
    TRUTH-FUNCIONATILITY
  • Negation: Neg.p is true only if p is false
  • Conjunction: p and q is true iff both p and q are true
  • Disjunction: p or q is true iff p or q is true; at least one must be true (they can be both true)
  • Conditional: if p then q is true iff it is not the case that the first is true and the second is false
  • Bi-conditional: iff p then q is true iff p and q are both the same truth value: both false or both true
28
Q

Predicative inferences

A

are revealed by quantifiers (some, all, any, nobody)

29
Q

Non-quantified sentences

A

are made out of:
- objects (singular terms)= anything that can have properties
- properties (predicates)= way of being or acting of an object. Are unsaturated empty entities
objects + properties= sentences= state of affairs

30
Q

Truth (five criteria to establish truth)

A

it is context and contents sensitive
truth does not exclude falsity; untruth does not imply falsity
- Validity
- Alethic= truth is a contextual value
- Strength= the intended informativeness of sentences (amount of probable truth)
- Relevance= effective connection between premises and conclusions
- Fecundity= there is no vicious circularity– the conclusions adds something new

31
Q

Fallacies

A

= violation of one of the five criteria
- Formal= violation of validity: inferences seem to be valid
- Alethic= violation of truth: premises seem to be true
- Of strength= inductive fallacies: something is lacking, the amount of information is disguised or misrepresented, the inference is elusive
- Of relevance= violation of pertinence: there seems to be a relevant connection between premises and conclusions
- Of fecundity= circular reasoning: the conclusions seem to add something new but only repreats the premises
All of these are violation of truth

32
Q

How is it called a wrong exemplification

A

Fallacy of accident

33
Q

How is it called a wrong generalization

A

Converted accident

34
Q

Main fallacies in sentential logic (SL)

A
  • AD= affirming an inclusive disjunction
  • AC= affirming the consequent
  • DA= denying the antecedent
35
Q

Main fallacies in PL

A
  • wrong “Some”elimination= exemplification
  • wrong “All”introduction= generalization
36
Q

Fallacies of irrelevance

A
  • ad hominem: premises refer to some property of the proponent and not to the thesis under discussion
  • ad verecundiam: a thesis is given as true because it comes from some authoritative source
  • ad populum: it appeals to popular opinion and overrates common sense
  • ad baculum: retaliation, threat
  • ad misercordiam: arises pity, gains sympathy
  • ad ignorantiam: drawing a conclusion from the negation of the other thesis
37
Q

Fallacies of circularity

A

the conclusion is implicitely included in the premises
- begging the question: the argument postulates what is to be proved
- double bind: the conclusion is justifies by the premises. the premises are justifies by the conclusion
- presupposition: arguments based on implicit, arguable assumptions

38
Q

Alethic fallacies

A

Untruth can be concealed by a variety of means
- verbal: manipulations and deceits due to ambiguity– more than one word for one thing, more than one thing for one word
- conceptual: the general difficulty of ascribing certain predicates-properties to names-objects
Vagueness and its fallacies
is a property of things that do not have definit
e borders– imprecise limits of concepts
Most predicates are vague or/and prospectival
Vague predicates create vague sentences and therefore vague truths.
Fallacies with vagueness:
- concepts are expressed in a vague way
- taking advantage of definitional vagueness
Alethic fallacies= covered deceptions– two mains
- Lying= saying some believed falsity with the intention to deceive
- Misleading= saying some believed truth with the intention to deceive

39
Q

Other alethic fallacies

A
  • double bind+ generalization:
  • victim blaming
  • Strawman: presenting a wrong version of the opposite thesis so that it is easier to discredit it
  • Extrapolation: isolating a thesis in a complex discourse
40
Q

Real arguments

A

are inductive, meaning incomplete deductions that possess two main features:
- their correct form is obtained by weakening the premises and or the conclusion
- they add new premises to D that may change the conclusion
inductive arguments can be strong or weak (the deductive form instead is valid or invalid

41
Q

Strength of sentences

A

= the amount of information that a thesis P is inteded to convey. It has nothing to do with:
- the truth (the exclusion of other atlernatives)
- argumentative plausibility (absence of counter-examples
The strength:
- is a gradualized value
- the negations of strong assertions are weak (most probably also true)
- extremely general assertions are inductively weak and argumentatevely strong
- very strong assertions are most frequently false (and more easily falsified)

42
Q

inductive fallacies

A

are semi-formal fallacies that imply:
- excess of categoricalness (presenting smth as universal-objective what is actually partial-subjective)
- inadequate or elusive information
There are:
- wrong generalizations
- fallacy of accident: what is empirically observed is categorically true and necessary
- converted accident: generalizations created on particular cases or even just one
- wrong sample
- wrong examples: against generalizing theses, we search counter-examples
- false analogy: is a weak comparison between things that only accidentally share a property. Weak analogies are used to justify generalization (strong comparisons are given by sharing distinctive and intrinsic properties)
- suppressed evidence: by adding new premises the conclusion may change