Philosophy of science Flashcards
Why is there a Wittgenstein 1 and 2
He wrote one philosophical book, caused a revolution, left in solitude, came back wrote a contrasting other and started another revolution
Who was Russel to Wittgenstein?
A mentor and trainer and because Wittgenstein was so unstable he looks after him
Explain Russel’s Paradox
In set theory in which people viewed stuff in terms of mathematical sets; what contained what, would the set which contains all sets that does not contain themselves contain itself? Problematic for logic because it was possible for a statement to be true and untrue at the same time which can be used to prove anything. This made logic unstable
How did Witt. tackle this paradox?
Concludes that the paradox stems from a lack of clarity in what is meaningful. He believes that this is not meaningful and set out to define meaning
What did Witt. write in his book while he was a prisoner of war? What was the name of this book?
The Tractatus Logico-Philosophicus; 7 statements attempting to logically define what is meaningful
- The world is everything that is the case
- What is the case, the fact, is the existence of states of affairs
- The logical picture of the facts is the thought
- The thought is a meaningful proposition
- A proposition is a truth-function of elementary propositions
- The general form of a truth-function is : [𝑝,𝜉,𝑁(𝜉)]. This is the general form of a proposition.
- Whereof one cannot speak, thereof one must be silent.
How did he explain away russel’s paradox using this Tractatus Logico-Philosophicus?
The world is the totality of facts (a fact is an existing state of affairs). Elementary facts are indivisible and independent of each other (logical atomism). Complex facts are a combination of elementary facts (constituents). All facts together constitute the world: “all that is the case”
A thought or statement expresses a possible state of affairs in this world. That state of affairs is the meaning of the thought. If the state of affairs “depicted” by the thought does occur, then the thought is true (picture theory of truth). If that state of affairs does not occur, then the thought is not true (but it is meaningful)
When is a statement not meaningful?
When they don’t depict a possible state of affairs e.g aesthetics, ethics
In the 1920s, a discussion group was set up in Vienna to base philosophy on science and logic. This Wiener Kreis (Vienna Circle)consists of scientists, mathematicians and philosophers. Wittgenstein’s tractatus has enormous impact on this reading group. With Wittgenstein in their hands, who do they plan to attack and what do they call themselves
The logical positivists plan to attack on traditional ‘vague’ philosophy with meaning
What is meant by the linguistic turn in philosophy?
The mind has been drawn into the domain of natural science; what is still the domain of philosophy?Philosophy is given a new purpose, the clarification of language, and the assessment of which sentences are meaningfulThis is a revolution in philosophy “philosophical questions are questions of language”
What comes of the Vienna circle?
The manifesto “The scientific world-conception of the Vienna Circle” starts philosophy of science as a separate philosophical discipline•It deeply marks thinking about science –especially in psychology. One of the most influential pieces in history
Explain how the concluded claims could be meaningful? (2)
Either by being logical or empirical.
Logical claims were verifiable by looking at their form (i.e modus ponens)
Empirical claims can be verified by observation
Claims that are not verifiable are meaningless
How does Witt.’s and the Vienna circle’s definition of meaning differ?
Wittgenstein I said: meaningful statements express a possible state of affairs. Vienna Circle changes this to: only sentences that are verifiable are meaningful
Explain the ‘sense data’ of logical positivists and how it relates to verification
Experiences are gained through sensory perception. Assumption: these experiences are neutral, so that they can serve as a foundation for science. This is called sense data. Verification is the comparison of descriptions of observations (“observation sentences”) with these sense data. Theoretical statements are verified through observation sentence
Name 3 problems with this method of verifying theories through sense data
1: It requires a hard separation of theory and observation
2: Induction
3: Unobservable entities
Why does this method require separation of theory and observation?
the observation sentences and the theoretical sentences are separated by so-called correspondence rules. Through these correspondence rules, the content of theoretical sentences is reduced to observation.
Why does this method requiring separation of theory and observation pose a problem (3)
1: Theoretical terms, such as ‘force’ and ‘mass’ are a serious problem. The meaning of these terms does not seem to be reducible to observations. Especially in psychology many open concepts (e.g. ‘intelligent’, ‘vain’), which cannot be defined exhaustively. Theoretical statements are thus essentially ‘richer’ than observational statement.
2: Theory-ladenness
3: Underdetermination of theories
What is meant by theory ladenness?
The logical positivists assume that observations are “neutral”. However, there is a big difference between observing X and observing that X has property Y. The latter type of observation is important but relies on a theory that defines property Y. Moreover, scientific observations are often based on instruments -and their accuracy is itself based on theory
Explain undetermination of theories
So how do you determine which theory is correct according to the empiricists?Theories are sometimes equivalent in their empirical consequences. This is called the underdetermination of theories by empirical data. To choose between theories, scientists then use other criteria (e.g. sparsity, elegance). But those criteria are themselves theoretical!
How is induction a problem for this theory of verification through sense data?
Induction problem: general statements are not verifiable. Specifically, statements about infinite sets. For example: continua in science. So statements like F=m*a are not verifiable…