What is Knowledge (epistemology) Flashcards
3 main types of knowledge + examples
Ability (procedural) knowledge-> knowing how
Eg “I know how to ride a bike”
Acquaintance Knowledge -> knowing of (via exp)
Eg “I know what an apple tastes like”
Propositional (factual) knowledge -> knowing that some claim is true/false
Eg “I know the capital of England is London”
Zagzebski’s two reasons why propositional knowledge is discussed more
1) how humans communicate knowledge to each other
2) easier to explain
= propositional knowledge, as are the true or false (truth-apt).
= to have propositional knowledge is to be linked with reality in some way
Zagzebski’s nature of definition (real definitions vs contingent definitions)
1) Real definition -> fixed properties which define them (necessary truths)
EG -> water (always, H2O)
2) Contingent definition -> Can have alternative conditions depending on context.
EG-> rich (use in comparing wealth) OR a large plant (depends where it is, which are the plant it has been compared to).
= Zagzebski questions whether we have a real definition of knowledge.
Zagzebski’s 4 things that we should avoid in definitions
1) Ad hoc -> means “for this special purpose” so it is a definition which is overly specific to a particular problem” (EG PA: “ a bird is an animal that can fly” PB : “ what about mosquitoes?” PA : “ okay, a bird is an animal that can fly, which isn’t a mosquito”)
2) Negative -> a definition that says something isn’t, rather than what it is.
(EG a good act is one that isn’t wrong)
3) Circular -> using the same terms and definitions (EG justice as when a just act occurs)
4) Obscure -> using terms that are more complicated than the one being defined
(EG Chewing is the act of mastication)
Distinction between ‘true opinion’ and ‘knowledge’ (tripartite context)
true opinion -> can be luckily correct
knowledge -> good reason (a justification) to why you hold a certain belief
Plato’s definition of knowledge (tripartite)
= Knowledge is a JTB -> = belief, truth and justification are the individually necessary and jointly sufficient conditions for knowledge.
S knows that P iff
i. P is true
ii. S believed
iii. S’s belief that P is true is justified
Example: Is this knowledge?
1) No truth
“I know there is a tree at the bottom of my road” = belief
My belief is justified because I have lived in the same house for years and the tree has always been there, other people see the tree. It is also true as if we went now, the tree would be there (or via satellite).
However… if the tree got cut down but I still believed the tree was there, and had justification as I saw it 3 minutes ago (justification) this would not be knowledge as it is not TRUE.
2) No justification
= A jury (correctly so) convicts someone as guilty with little evidence (no justification). Unlikely to call this knowledge , as they are just luckily correct.
JTB criticism: the conditions are not individually necessary
-Truth as a necessary component of knowledge (can we have knowledge without truth)
How do we define truth?
1)Coherence theory of truth -> Something can be considered to be true if it is coherent with the current understanding of the world at the time (if it coheres with other propositions). IF NOT = FALSE
2)Correspondence theory of truth -> Something can only be true if the belief actually corresponds to reality (if it represents the world). IF NOT = FALSE
Is truth a necessary component of knowledge?
= If you believe the coherence theory is correct, then you can at least say that we may have some false beliefs that we currently accept as knowledge, but could be proven false in time.
For example, a cavewoman believes earth is flat-> justified (all evidence at the time proves her as justified) but false belief (this view fits the coherence theory>correspondence) as over time, science has proved her wrong.
Therefore, truth is not a necessary component of knowledge. As we still have knowledge without truth.
JTB criticism: the conditions are not individually necessary
- Belief as a necessary component of knowledge
It is possible to have knowledge without belief . For example, Albert is asked “When did Queen Elizabeth I die?”. Albert does not think he knows the answer, but answers correctly. Therefore, one does not have to have belief to have knowledge. Albert knew the answer, but did not know he did. Thus, belief is not a necessary component of knowledge, as Albert still as knowledge.
(he could however had got lucky, or knew it subconsciously)
JTB criticism: the conditions are not individually necessary
-Justification as a necessary component of knowledge
EXAMPLE:
- A mathematician working on a problem, subconsciously, has a ‘flash of insight’ which leads her to the solution. In this case, she cannot provide a justification.
= This is an example of knowledge as the mathematician is an expert in her field and has solved the problem correctly. The fact that she , at present, cannot provide the justification for a certain step should not mean that she does not have knowledge.
= Justification is a pointless definition as we all hold views that, under intense questioning, we would run out of justification for. Therefore, it is enough to say that a person has knowledge if they have a belief of something and it is true. Thus, justification is not a necessary component of knowledge.
What does the argument that the conditions are not individually necessary (against JTB) claim?
We can still have knowledge even if one of the three criteria’s is missing. (argues against Plato)
Was Gettier for or against Plato’s JTB?
Against . He showed that the conditions are NOT collectively sufficient (ie you can have JTB without it being knowledge).
What is a Gettier Case + examples
A situation where we can have justified true beliefs that do not count as knowledge.
EG 1: Smith + Jones
-Smith and Jones are both competing for the same job.
1) Belief : Smith believed that the person who will get the job would have 10 coins in their pocket.
2) Justification: Smith was told by a colleague that Jones would get the job. Jones also has 10 coins in his pocket as Smith heard him counting earlier on.
3) True: Yes, the person who gets the job does have 10 coins in their pocket (Smith didn’t know he also had 10 coins in his pocket).
= Smith ends up getting the job, he has a JTB but it is not knowledge.
Zagzebski’s critique of Gettier cases (two pieces of luck)
1) bad luck -> he was wrong that Jones will get the job (but was a justified assumption based on the evidence)
2) good luck -> he himself had 10 coins but did not realize, and got the job, which made his original belief true
Infallibilism (alternative to tripartite view)
- Gettier cases rely on luck. One way to remove this element is to require justification to be so strong that the truth is guaranteed (in other words cannot be doubted). JTB + certainty
Infallibilism = impossible to be wrong/doubted
Infallibilism states that…
1) we should only count as knowledge those things which we CANNOT RATIONALLY DOUBT. EG 2 + 2 = 4, Relations of ideas etc.
2) difference between FEELING certain and a belief being infallible (i feel certain that the external world is real vs all bachelors are unmarried males).
= In Gettier cases the conclusions, although justified, are not certain/infallible - they are possible to doubt, so do not fit the infallibilist def of knowledge
Criticisms of Infallibilism as a good def of knowledge
1) Goes against out intuition that we know a lot of things
= If we accepted the infallibilist’s def of knowledge, we would claim to know very little - perhaps some logical truths I’m some facts about our minds, such as the sensations we experience.
/ incoherent with science: But most of our claims about the world, history, science and so on, would only be classed as beliefs.