Quiz 1 Flashcards
Necessary Conditions
P is true only if N is true (ONLY IF)
Sufficient Conditions
If S is true then P is true (IF)
JTB Account of Knowledge
S knows that P IFF
- P is true
- S believes that P
- S is justified in believing that P
Is belief necessary for knowledge?
Yes. Any attempts to define knowledge without including belief as a necessary and sufficient condition are problematic because it is nonsensical to say that S knows that P if S does not believe that P. For example, it would make no sense to say that S knows that it is raining outside if S does not believe that its raining outside.
Definition of Justification
S is justified in believing that P if his belief that P is well supported, such as by being based upon some good evidence or reasoning.
Gettier Coins Example
- John has strong evidence for believing the proposition that Steve will get the job and that Steve has ten coins in his pocket.
- This proposition entails that “the man who will get the job has ten coins in his pocket.”
- John believes 2 on the basis of 1.
Twist: It is John who will get the job and who (unwittingly) also has ten coins in his pocket
Although John’s belief that 2 is justified, it is only a matter of luck that it is true.
According to Gettier, what two points about justification does his argument rely on?
- It is possible to be justified in believing something false
- If P entails Q, and one accepts Q as a result of deducing it from P, then one is justified in believing Q.
Gettier Ford Example
- John has strong evidence for the proposition that James owns a Ford.
- This proposition entails the proposition that “either James owns a Ford, or Brown is in Barcelona.”
- John infers, and comes to believe 2 on the basis of 1.
Twist: While Smith’s belief of 2 is based on 1, it so happens (unbeknownst to John) that that 2 is true, not because of 1, but rather because Brown is in Barcelona.
Although John’s belief that 2 is justified, it is only a matter of luck that it is true.
Perceptual Gettier Case
John sees two creatures in a nearby field and is justified in saying that “there are two lambs in the nearby field”.
Bad luck: The two creatures that John is looking at are dogs disguised as lambs.
Good luck: there happens to be a lamb in the nearby field that is hidden from Smith by a boulder.
Overall Summary of Gettier’s Argument
JTB is not sufficient for knowledge
Clark’s Account of Knowledge
JTB + Fully Grounded
S knows that P IFF:
- S believes that P
- P is true.
- S is justified in believing that P
- S’s belief that P is fully ground
What does it mean for a belief to be fully grounded?
A belief is fully grounded if none of the grounds (i.e reasons) in the chain of supporting grounds (reasons) for belief are false.
Is the chain of grounds infinite?
According to Clark, it is not. We eventually come to a place where it would seem inappropriate to ask for further grounds (e.g. asking someone what their grounds for seeming to remember something is).
Clark’s First Getter Example
Clark’s First Example:
Smith forms the true belief that John owns a Ford because Brown, who is typtically reliable, told him that John has always owned a Ford.
Bad Luck: Brown mixed up John with someone else
Good luck: John just recently purchased a Ford
Upshot: Gettier counterexamples are effective in non-deductive contexts
Clark’s Second Gettier Example
Smith forms true belief that John owns a Ford because Brown, who is typically reliable, told him that John has always owned a Ford.
Bad luck: Brown doesn’t know Jones and is uncharacteristically making the whole thing up
Good luck: Unbeknownst to Brown, Jones has always owned a Ford.
Clark’s Conclusion: adding the condition that an agent’s belief be based on true grounds is insufficient for knowledge
Criticism of Clark
Fake Barn Country….
While John’s proposition that “that’s a nice barn” is believed by John justified, and fully grounded, the fact that John’s proposition is true is essentially a matter of luck given the fact that he is in Fake Bark country.
Goldman argues that Clark’s criterion of “fully grounded” is neither sufficient nor necessary. (e.g. Jones wins a Ford in a raffle example; Smith’s knows that someone in the office owns even if one of his grounds, such as John owning a Ford, is false and thereby his belief is not fully grounded)
Goldman’s Account of Knowledge
S knows that p, where p is an EMPIRICAL PROPOSITION, iff the fact that p is causally connected in an “appropriate” way with S’s believing p.
S knows that P iff:
- S believes that P
- P is true
- S’s believing that p is causally connected to the truth of P
Volcano Example
S believes that a volcano erupted in a certain area, because he sees lava on the ground. In fact, a volcano did erupt there, but the lava was later removed; still later, someone else came and placed new lava on the ground.
Knowledge of the future
a person can know a future fact if both that future fact and the person’s belief in that future fact have a common cause (i.e. one does not have to cause the other)
For example, I can know that this assignment is due at noon on January 30th insofar as both the due date and my belief in the due date are caused by my professor’s intention to have this assignment due on that date and time.