lecture 3 Flashcards

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1
Q

what two reasonings are there?

A

deductive and inductive

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2
Q

what is deductive reasoning?

A

logic proof, deduction is the logical derivation of the conclusion of premises

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3
Q

what is the definition of logical validity?

A

an argument is logically valid if it is impossible that the premises is true and the conclusion is false –> if the premises is true, the conclusion must be true

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4
Q

what is inductive reasoning?

A

logic guesswork, generate a hypothesis on the basis of an observation, individual to universal

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5
Q

what is the difference between induction and deduction?

A

deductive arguments go from statements about all to statements about some and inductive statements go from some to statements about all

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6
Q

what are 3 characteristics about the naive view?

A
  1. facts are given in observations
  2. laws and theories are established through induction
  3. predictions and explanations are established from laws and theories through deduction
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7
Q

induction - can laws be derived form facts?

A
  1. underdetermination of theory by facts
  2. humes induction problems
  3. goodmans new riddle of induction
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8
Q

what is the meaning of underdetermination?

A

the idea that evidence available to us at a given time may be insufficient to determine what believes we should hold in response to it.
in some cases, the data isnt enough to help us decide between two different theories

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9
Q

when the data underdetermines a choice between two theories, that is because:

A

the two theories are empirically equivalent, this means that both theories fit the data equally well

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10
Q

what is the meaning of empirically equivalent?

A

both fit the data equally well

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11
Q

what are 3 solutions for underdetermination?

A
  1. new predictions - explore where theories arent empirically equivalent
  2. do observations for those predictions that arent in common to the theories
  3. pragmatic criteria - a theory migh be better than another for reasons outside their empirical adequacy.
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12
Q

how can we know that induction is justified?

A

we can try to prove inductively that induction is justified

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13
Q

how can we know that induction is justified?

A

we can try to prove inductively that induction is justified

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14
Q

why cant we deductively proof that induction is justified?

A

we already established that inductive arguments are not deductively/logically valid, so logic cant prove that induction is justified

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15
Q

what generalisations are good inductions?

A

lawlike generalisations

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16
Q

what is the definition of lawlike?

A

being like the law, as in methodes or principes

17
Q

what are laws of nature?

A

they are fundamental principles of physics, they identify deep features of the universe

18
Q

what are 3 characteristic of laws?

A
  1. mathematical equations
  2. concise and simple, often elegant
  3. univeral in scope
19
Q

what is the meaning of presupposition?

A

something that you assume to be true, esspecially something which you must assume is true in order to continue with what you say or thinking

20
Q

what are two formal models?

A
  1. universal generalizations
  2. conditional statements
21
Q

what is an example of universal generalizations?

A

all As are Bs

22
Q

what is an example of conditional statements?

A

if C, then D