Paradox,Set of jointly inconsistent propositions, each of which is plausible when considered independently
2
New cards
Pairwise inconsistent,sets such that it's impossible for more than one member of the set to be true at the same time
3
New cards
Jointly inconsistent,sets such that it's impossible for all members of the set to be true at the same time
4
New cards
Ways to resolve paradoxes,1. Argue that the propositions in the set aren't actually jointly inconsistent
5
New cards
2. Identify the false proposition and explain why it seemed true
6
New cards
3. Accept each member of the jointly inconsistent set
7
New cards
Closure,If S knows that p, and S knows that q follows logically from p, then S knows that q too
8
New cards
Deceiver Argument,Your sensory experiences could come about through ordinary perception, so that most of what you believe about the world is true. But your sensory experiences could also be caused deceptively, so that what you believe about the world is entirely false.
9
New cards
You have no reason at all to believe that your sensory experiences arise in one way rather than the other.
10
New cards
Therefore, you have no knowledge of the world around you.
11
New cards
Underdetermination Principle,if you are faced with two or more mutually exclusive hypotheses and the information available to you gives you no reason to believe one rather than the other then you don't know that either hypothesis is the case
12
New cards
Moorean View,A sensory experience has a distinctive character or content, and other things being equal, your having such an experience justifies you in holding a corresponding belief.
13
New cards
Explanationism,If one hypothesis provides a significantly better explanation of the available evidence than its competitors do, that is reason to accept the hypothesis and reject its competitors
14
New cards
Difficulties with Explanationism,1. No philosophical consensus about what an explanation is or what makes one superior to another
15
New cards
2. Skeptical hypotheses can be formulated in importantly different ways
16
New cards
Dilemma Argument Structure,A or B
17
New cards
if A, then C
18
New cards
if B, then C
19
New cards
therefore, C
20
New cards
mindless hypothesis,outwardly, you look and behave just as a minded person does, but really you do not see anything, think or believe or want or feel anything, etc.
21
New cards
Introspection,A particular means of learning about one's own currently ongoing (or very recently past) mental states or processes, which is different from how anyone else can learn about those things
22
New cards
Relations of Ideas,Every affirmation which is either intuitively or demonstratively certain; discoverable by the mere operation of thought
23
New cards
Matters of Fact,Can never imply a contradiction and is conceived by the mind with the same facility and distinctness as if ever so conformable to reality
24
New cards
Custom or Habit,Wherever the repetition of any particular act or operation produces a propensity to renew the same act or operation, without being impelled by any reasoning or process of understanding
25
New cards
Deduction,An argument is deductively valid when the truth of its premises logically guarantee the truth of its conclusion
26
New cards
Disjunctive Syllogism,A or B. Not A. Therefore, B.
27
New cards
Modus Ponens,If A then B. A. Therefore B.
28
New cards
Modus Tollens,If A then B. Not B. Therefore, not A.
29
New cards
Enumerative Induction,The first time I ate sugar, it tasted sweet...The millionth time I ate sugar it tasted sweet. Therefore, all sugar tastes sweet.
30
New cards
Relations of ideas can be known,"a priori", without relying on experience
31
New cards
Matters if fact can be known only,"a posteriori", by relying on experience
32
New cards
Principle of the Uniformity of Nature,the future will resemble the past
33
New cards
Is PUN a relation of ideas or matter of fact?,Matter of fact
34
New cards
Actuality Question,how do people actually x?
35
New cards
Normative Question,How should people x?
36
New cards
Inductive Logic,E confirms H \= H is confirmed by E \= E is some evidence for H
37
New cards
Instance-Confirmation,A generalization is confirmed by any of its instances
38
New cards
Equivalence Condition,If two hypotheses are logically equivalent, then anything that is evidence for one is evidence for the other too
39
New cards
Shoe Irrelevance,A white shoe does not confirm "all ravens ar black" (or any other non-black non-raven)
40
New cards
Denying Shoe Irrelevance,We accept Shoe Irrelevance when we know in advance that the thing isn't going to be a counterinstance and we deny Shoe Irrelevance when we don't know in advance that the thing isn't going to be a counterinstance
41
New cards
Bayesianism,Observing an instance is some evidence for the generalization exactly when we are more likely to observe the instance if the generalization is true rather than if it's false
42
New cards
Grue,An emerald is grue if it is either both first observed by someone before 2050 and also green; or both unobserved by anyone as of 2050 and also blue
43
New cards
Non-projectable predicates,typically involve some spatial or temporal restriction, or reference to some particular individual; ex. grue
44
New cards
Propositional Attitude,A way that individuals can be related to propositions, e.g., belief
45
New cards
Fallibilism,We can know p, even if we don't have infallible evidence that p
46
New cards
Justified True Belief,p is true
47
New cards
S believe that p
48
New cards
S's belief that p is adequately justified
49
New cards
"No false steps",S knows p if and only if S has a justified true belief that p, and S's reasoning process in arriving at their belief that p didn't go through any false steps
50
New cards
Causal Proposal,S knows p if and only if S has a justified true belief that p, and the truth of p plays a causal role in producing S's justification to believe that p
51
New cards
Barn Facade,Driving through the country and see what looks like a barn -\> form the justified true belief that there is a barn
52
New cards
And it is in fact a barn
53
New cards
But all the other barn-looking things are actually fake barns
54
New cards
Does the Barn Facade example have a false step?,Not clear, the only belief formed is that there is a barn right there, which is true
55
New cards
Does the Barn Facade example have a causal connection?,Plausibly, yes. You're really looking at a barn, and your barn experiences are being caused by the barn in the usual way
56
New cards
"None at all" response to the Fine-Tuning Argument,Improbable events occur all the time, and yet often they're in no particular need of explanation, and they're no evidence for particular hypotheses about the processes that brought those events about; OR we wouldn't be around to even ask this question if the constants weren't life-sustaining
57
New cards
God response to the Fine-Tuning Argument,God (or perhaps some other kind of diving being) saw to it that these constants took on life-sustaining values
58
New cards
Multiple Universes response to the Fine-Tuning Argument,If there are lots and lots of universes, it is not surprising that one of them would have life-sustaining constants
59
New cards
Maximized Expected Utility,Act as to maximize the benefit you can expect from your action
60
New cards
Dominance Principle,It is rational to perform an action a if it satisfies:
61
New cards
Whatever else may happen, doing a will result in your being no worse off than doing any of the other things open to you
62
New cards
There is at least one possible outcome in which your having done a makes you better off than you would have been had you done any of the other things open to you
63
New cards
True or False? MEU and DP conflict.,True - they support opposite courses of action given Newcomb's Paradox
64
New cards
Decision Theory,How S can "maximize her expected value", given what S actually believes (belief function) and what S actually values (value function)
65
New cards
Naive Decision Theory,Coin flip example; for relatively small amounts of money, value functions are usually assumed to be monotonically increasing in dollars and linear in dollars; belief function is 50-50 with regard to whether the coin lands on heads or tails
66
New cards
Evidential Decision Theory,If you're choosing between actions A and B, choose the action which is such that you expect to be doing best, on the assumption that you perform that action
67
New cards
True or False? EDT tells to one box.,True; EV(one-boxing) \= c($1m in Opaque Box | I one-box)v($1m in Opaque Box & I one-box) + c($0 in Opaque Box | I one-box)v($0 in Opaque Box & I one-box) \= (.99) ($1,000,000) + (.01)($0) \= $990,000
68
New cards
EV(two-boxing) \= c($1m in Opaque Box | I two-box)v($1m in Opaque Box & I two-box) + c($0 in Opaque Box | I two-box)v($0 in Opaque Box & I two-box) \= (.01)($1,000,000 + $10,000) + (.99)($0 + $10,000) \= (.01)($1,010,000) + (.99) ($10,000) \= $10,100 + $9900 \= $20,000
69
New cards
Causal Decision Theory,Do the thing you expect to causally bring about the best outcome
70
New cards
CDT applied to Newcomb Case:,one-boxing isn't a way to causally bring about that there is $1,000,000 in the Opaque box
71
New cards
one-boxing is just excellent evidence that there is $1,000,000 in the Opaque box
72
New cards
Two-boxing causes me to get an additional $10,000 regardless of what's in the Opaque box
73
New cards
So you should two-box
74
New cards
What can/cannot be rationally doubted according to Descartes?,Can \= that I have a body, that there is a physical world
75
New cards
Cannot \= that I exist, that I think
76
New cards
Doubt Argument,(1) I can doubt that my body exists.
77
New cards
(2) I cannot doubt that I exist as a thinking thing.
78
New cards
(3) I, a thinking thing, am not identical with my body.
79
New cards
Leibniz's Law,x and y are identical iff x has every property that y has and vice versa
80
New cards
Argument from Clear and Distinct Understanding,Suppose I can clearly and distinctly understand one thing from another
81
New cards
Then it's metaphysically possible for those things to be separated
82
New cards
But then those things are not identical to each other, since it's not metaphysically possible to separate something from itself
83
New cards
Substance Dualism,(Descartes) The world contains two kinds of things: physical/material and nonphysical/immaterial
84
New cards
Materialsim,Every thing and every property in the world can be explained entirely in physical terms, without invoking an irreducibly mental things or properties
85
New cards
Identity Theory,The view that mental states are identical to physical brain states that realize them.
86
New cards
Functionalism,Mental states are functional states - states defined by their causal connections to inputs, outputs and other functional states
87
New cards
True or False? Functional states are multiply realizable.,True
88
New cards
easy problems of consciousness,those that seem directly susceptible to the standard methods of cognitive science (explainable in terms of computational or neural mechanisms)
89
New cards
hard problems of consciousness,Those that seem to resist the standard methods of cognitive science, e.g. experience
90
New cards
Naturalistic/Property Dualism,(Chalmers) A form of dualism both consistent with science and structurally similar to it because it posits fundamental entities connected by fundamental laws. A theory of consciousness should take experience as fundamental.
91
New cards
True or false? Inverted spectrum is an objection to Functionalism.,True - It's possible for Jamaal and Denice to be as described. When Jamaal and Denice are looking at the same thing, they're in the same functional state, but they're in different perceptual states → so perceptual states can't be functional states
92
New cards
Jackson's Argument against Materialism,(1) Mary has all of the (accurate) physical information there is about color.
93
New cards
(2) But there is some information about color that Mary doesn't have — namely, what it is like to experience it.
94
New cards
(3) Therefore: There is information about color that is not physical information — i.e., Materialism is false.
95
New cards
Paradox,Set of jointly inconsistent propositions, each of which is plausible when considered independently
96
New cards
Pairwise inconsistent,sets such that it's impossible for more than one member of the set to be true at the same time
97
New cards
Jointly inconsistent,sets such that it's impossible for all members of the set to be true at the same time
98
New cards
Ways to resolve paradoxes,1. Argue that the propositions in the set aren't actually jointly inconsistent 2. Identify the false proposition and explain why it seemed true 3. Accept each member of the jointly inconsistent set
99
New cards
Closure,If S knows that p, and S knows that q follows logically from p, then S knows that q too
100
New cards
Deceiver Argument,Your sensory experiences could come about through ordinary perception, so that most of what you believe about the world is true. But your sensory experiences could also be caused deceptively, so that what you believe about the world is entirely false. You have no reason at all to believe that your sensory experiences arise in one way rather than the other. Therefore, you have no knowledge of the world around you.