- Imre Lakatos (1922-1974)
- studied at LSE (a disciple of Popper)
Falsificationism
- presents 3 versions of Popper
- Popper0: Dogmatic falsificationism
- Popper1: Naive methodological falsificationism
- Popper2: Sophisticated methodological falsificationism
- Lakatos thought Popper was heading from 0 -> 1 (but was unable to reach 2)
Popper0: Dogmatic Falsificationism
- Simple version of Popper's falsificationism
- Lakatos assumes that Popper thought this way when he was young but it didn't appear in his published works
Popper1: Naive Methodological Falsificationism
-
We need an observation statement for testing
- the scientists' community needs to have a consensus on the observation statement
- ex. is black swan a swan or a shwan?
-
We also need an auxiliary statement from the theory to make a prediction
⇒ Falsificationism is based on decisions
- ex. decide to accept the observation statement
- ex. decide to accept auxiliary hypotheses
- ex. decide to accept there are no confounding variables
then, proceed with falsificationist logic
-
Lakatos purports that this is the real Popper (what he has published)
- What if those decisions are wrong?
- Popper allows "appeal procedure" but doesn't explain the details
- Lakatos’ criticisms:
- there are risks involved in each decision
- is this really rational? (real-rationalism or pseudo-rationalism?)
- doesn't fit in with the history of science
- you only give up on a theory when there's a better alternative
Popper2: Sophisticated Methodological Falsificationism
- Lakatos completing Popper's theory (improvement on Popper)
- A theory T is falsified iff another theory T' has been proposed such that:
- T' explains the previous success of T
- T' has excess empirical content over T (i.e. makes novel predictions)
- Some of the excess of T' is corroborated
- A series of theories T, T', T'', ... is progressive if each new theory has corroborated excess empirical content (= leads to the discovery of a new fact)
- A series is degenerating if that is not the case
- T’ → T’’ is a progressive problem shift if T’’ has corroborated excess empirical content over T’
- T’ → T’’ is a regressive problem shift if T’’ does NOT have corroborated excess empirical content over T’
- Demarcation criterion
- a theory is "scientific" only if it has corroborated excess empirical content over its predecessor
- The tacking problem
- a problem with specifying the continuity of the series of theories.
- In principle one can simply tack on independent hypotheses to obtain a progressive problemshift:
- let T’’ = T’ + H (where H has nothing to do with T’ but explains a new fact)
- then T’ → T’’ is a progressive problemshift
Research Programmes
- a research programme consists of a hard core and a protective belt
- hard core ← unfalsifiable
- protective belt ← a set of supplementary assumptions that can be modified
- progressive research programme ← one that has developed through progressive problem shifts and retained its coherence
- degenerating research programme ← one that has failed to develop through progressive problem shifts or has lost its coherence in doing so
- lose coherence (hard core weakens)
- novel predictions were falsified
- failed to make novel predictions
- NB: empirical progress is often only seen with hindsight: what were once seen as refutations can come to be seen as confirmations from the perspective of a subsequent theory in the sequence. Thus Lakatos advocates methodological toleration.
- methodological toleration (cf. adding the assumption that "the universe is infinite" to Galileo's theory ← ad hoc but not degenerative)
- Wanted to establish a "coherent theory"
- Scientific revolution: degenerating research programme gets replaced by a progressive one (thru a progressive problem shift)
- Lakatos wanted to show how this is rational (↔ Kuhn: it's not rational)
- heuristics
- negative heuristics ← tells you NOT to touch the hard core
- positive heuristics ← consists of suggestions and hints on how to develop the refutable protective belt
- novel prediction: prediction that wasn't made by previous theories