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PHL1005A_Inductive Logic

Cat Fischer Philosophie Deutsch 31 Karten

Karten in diesem Stapel (31)

  1. 1What is INDUCTIVE LOGIC?the study of inductive arguments
  2. 2In what way do inductive arguments differ from deductive arguments?- the premises don't entail the conclusion, but only make it more likely
    - they are risky
    - they are ampliative
    - they are not assessable usig mechanical rule (must draw on background knowledge)
  3. 3What are Inductive Arguments called in matters of degree?"strong and weak"
    - as opposed to valid/invalid (absolutes)
  4. 4What does Probability Theory have to do with Inductive Logic?central to inductive logic although in itself strictly deductive (... making conclusion more probable...)
  5. 5What does Pr (A) mean?symbolises the probability of A being true where A is a proposition
  6. 6On what scale are probabilities ranked and what do they mean?- scale of O to 1
    - O is "certain to be not true"
    - 1 "certain to be true"
  7. 7How do you work out the probability of A or B, where A and B are mutually exclusive?Adding probabilities:
    Pr(A or B) = Pr(A) + Pr(B)
  8. 8How do you work out the probability of A and B, where A and B are independent?Multiplying Probabilities:
    Pr(A&B) = Pr(A) x Pr(B)
  9. 9What does Independence mean as a concept in Probability?two events are said to be independent if one has no influence on the other
    - e.g. one spin of roulette wheel has no influence on next spin
  10. 10How do you work out the probability of A given B?Conditional Probabilties:
    you must divide A and B by probability of B
    Pr(A/B) = Pr(A&B)/Pr(B)
  11. 11What is Pascal's Wager (developer of Probability Theory)?Life of virtue + God exists = infinite gain (heaven)
    Life of virtue + God doesn't exist = finite loss (boring life)
    Life of debauchery + God exists = infinite loss (hell)
    Life of debauchery + God exists = finite gain (fun life)
  12. 12What is INDUCTION?reasoning from previous experience
  13. 13What does "population" refer to in inductive logic?all members of a class
  14. 14What does "sample" refer to in inductive logic?some or one member of a class
  15. 15What are the three broad types of inductive interferences?1. From sample to population
    2. From sample to next member
    3. From population to sample
  16. 16What type of inductive interference is this? -> I've tried 5 apples from the bag, 4 were good, so 80% of the apples in the bag are good.From sample to population
    -> most common
  17. 17What type of inductive interference is this? -> I've tried 5 apples from this bag, 4 were good, so the next apple is 80% likely to be good.From sample to next member
    - reducible to sample-to-population inferences
  18. 18What type of inductive interference is this? -> 80% of the apples in this bag are good, so this one is 80% likely to be goodFrom Population to Sample
  19. 19What is important when making an induction from sample to population?- sample must be reasonably large - the larger the sample, the smaller the deviation (Law of Large numbers)
    - sample must be representative, i.e. identical in respect of the feature in question to the population from which it's drawn (e.g. randomize sample)
  20. 20What is important when making an induction from population to sample?problem with Bayes Theorem
    - from different aspects of individual I can infer e.g. probability of liking Beethoven
    -> but is there a way of getting from individual probabilities to "all-things-considered" probability of liking Beethoven?
  21. 21What are some of the most common fallacies we make when it comes to inductive reasoning?- The Conjunction Fallacy
    - Gambler's Fallacy
    - Estimating Coincidences
    - Generalising from a small sample
    - Generalising ffrom a unrepresentative sample
    - Self-selecting polls
    - P conditional on Q is not the same as Q conditional on P
    -Base-rate fallacy
    - Confusing Correlation and Causation
    - Confirmation Bias
  22. 22Which fallacy of inductive reasoning is this? -> most people believe the reverse but probability of two propositions A and B both being true is Pr(A) being true times Pr(B) being trueThe Conjunction Fallacy
    - A & B is less likely to be true than either A or B on their own
  23. 23Which fallacy of inductive reasoning is this? -> believing that probabilities that are in fact independent are in some way dependent, e.g. bad luck will be balanced out by good luckGambler's Fallacy
  24. 24Which fallacy of inductive reasoning is this? -> people are prone to underestimate coincidences, interpreting things as miraculous, spookyEstimating Coincidences
  25. 25Which fallacy of inductive reasoning is this? -> generalising from a sample of <400Generalising from a small sample
  26. 26Which fallacy of inductive reasoning is this? -> generalising from unrepresentative sampleGeneralising from unrepresentative sample
    - randomisation
  27. 27Which fallacy of inductive reasoning is this? -> generalising from polls which only volunteers take part in (not representative of population as a whole)Self-selecting polls
  28. 28Which fallacy of inductive reasoning is this? -> Chance of an Exeter student being British is 4/5; chance of a British student being at Exeter is much smallerP conditional on Q is not the same as Q conditional on P
  29. 29Which fallacy of inductive reasoning is this? -> not taking into account Pr(P) on its own (base-rate) when estimating probability of P given some evidence EBase-rate fallacy
    - if base-rate is very low, it is unlikely that E will make much difference
  30. 30Which fallacy of inductive reasoning is this? -> assuming P causes Q when P and Q are correlated, i.e. often occur togetherConfusing Correlation and Causation
    - Q might cause P
    - they might both be caused by some third thing R
  31. 31Which fallacy of inductive reasoning is this? -> having a hypothesis/belief and focusing on evidenceto confirm it; ignoring evidence that goes against itConfirmation Bias
    -> how stereotypes are perpetuated in the face of contradictory evidence

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Philosophie (PHL1005A_Evidence and Argument) Karteikarten am PHL1005A_Inductive Logic, erstellt von Cat Fischer am 20/12/2017.
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