Demarcation of science: Logical positivism Flashcards

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1
Q

Verification principle

A

A statement or proposition is meaningful only if it can be empirically verified or is tautological (i.e., true by definition, such as in mathematics or logic)

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2
Q

Scientific language

A

O’s need to be expressed in a language that is universal and intersubjective.
A logical language where there can be mistakes - otherwise it’s meaningless
Formal mode of speech

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3
Q

Protocol sentences

A

Observation sentences (O)
Atomic propositions X is Y

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4
Q

Theory of meaning

A

Logical positivism is not a theory of science theory but more a theory of meaning

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5
Q

Quine-Duhem’s thesis

A

Typically, T does not deductively imply O; rather, it is T&A that deductively implies O (here, T is a theory, O is an observation statement, and A is a set of auxiliary assumptions) Importantly, the auxiliary assumptions should be independently testable

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6
Q

Meaninglessness

A

Statements that cannot be proven true or false

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7
Q

Intersubjective

A

Shared by more than one conscious mind

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8
Q

Induction

A

Passing from singular statements to universal statements

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9
Q

Induction problem

A

We cannot prove by induction, i.e. truth of conclusion doesn’t follow from truth of premises

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10
Q

Pseudo-statement

A

Statement with pseudowords in them
Statement with ill-formed syntax

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11
Q

Thesis of epistemological physicalism

A

The physical language is universal and intersubjective.
“psychology […] may formulate its sentences as it pleases—these sentences will […] be translatable into physical language”

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12
Q

Metaphysical statements (seen from logical positivism)

A

Logical positivism is against metaphysics because it views metaphysical statements as meaningless, unempirical, and speculative

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13
Q

Pragmatism

A

An approach that evaluates theories or beliefs in terms of the success of their practical application.

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14
Q

Realism

A

An external reality that our theories aim to describe, though our understanding is always mediated by our conceptual frameworks

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15
Q

Elementary sentence (S)

A

X is the word.
Must answer the questions:
* What sentence is S deducible from, and what sentences are deducible from S?
* Under what conditions is S supposed to be true, and under what conditions false?
* How is S to be verified?
What is the meaning of S?

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16
Q

Concept of hypostatisation

A

Regarding something abstract as a material thing

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17
Q

Significance

A

The original meaning of a word

18
Q

Meaningful statement

A

a = any word
S(a) = the elementary sentence in which it occurs
For “a” being meaningful:
- The empirical criteria for a are known
- It has been stipulated from what protocol sentences “S(a)” is deducible
- The Truth-conditions for “S(a)” are foxed
- The method of verification of “S(a)” is known

19
Q

Soundness

A

Does it make sense to say if it is valid. The quality of being based on valid reason or good judgement.

20
Q

Validity

A

Whether something is valid or not (True or false)

21
Q

Empirical statements

A

The decision about truth and falsehood lies in the protocol sentences.
Requirement: O’s need to be expressed in a language that is universal and intersubjective

22
Q

Tautology

A

Either it is or it is not
A ∨¬A

23
Q

Contradiction

A

It is and it is not
A ∧¬A

24
Q

Theoretical statements

A

Non-O’s.
They do not state anything we can observe.
a T-statement is only meaningful if (an) O-statement(s) follow(s) from it or from a Epistemological View: How is T to be verified?

25
Q

Singular sentences

A

Say something about one case

26
Q

General sentences

A

Say something general i.e. a population or a distinct group of things. They have various forms

27
Q

General psychological sentence

A

Example: “When, under such and such circumstances, images of such and such a sort occur to a person […], an emotion of such and such a sort always […] is aroused”

28
Q

General physical sentence

A

Example: “When a solid body is heated, it usually expands”

29
Q

Physicalism thesis

A

Physical language is a universal language and inter-subjective

30
Q

Modus ponens

A

P implies Q. P is true. Therefore, Q must also be true

31
Q

Induction problem truth table

A

T –> O , O ⊬ T
T T T T T
T F F F T
F T T T F
F F F F F

32
Q

Salve veritate

A

Saving the truth value (interchangeability)

33
Q

Reductionism (Carnap)

A

Aiming to reduce complex psychological phenomena to simpler physical terms.

34
Q

Vienna Circle

A

The philosophical circle (many were mathematicians or physicists) where Logical positivism started

35
Q

Hypothetico-deductive method

A

The procedure for developing scientific laws.
Starts with a hypothesis which can then be falsified (or verified according to logical positivist)

36
Q

Modal logics

A

A variety of logics to handle counterfactual claims. Contain operators that specify what is possible or what is necessary

37
Q

Raven paradox

A

Challenge the assumption that confirming evidence should strengthen our belief in particular hypotheses
R→B⊢¬B→¬R
Everything that is not black and not a raven is evidence that ravens are black

38
Q

Theory reduction

A

The process of unifying science by deriving the principles of one science from those to another
It assumes that science is basically a cumulative enterprise
It views the laws of specialized disciplines as derivative laws which, in principle, can be derived from the most basic laws of physics

39
Q

Major premise

A

O
Provides the logical structure and theoretical foundation

40
Q

Hypostatistation

A

Assumes a parallel entity where the essence of the things are there. There is no empirical way to test it