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Gettier problem - Fourth Condition JTB+G approaches

A Wisdom Archive on Gettier problem - Fourth Condition JTB+G approaches

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Gettier problem - Fourth Condition JTB+G approaches

A selection of articles related to Gettier problem - Fourth Condition JTB+G approaches:

Gettier's case is based on two purported counterexamples to the JTB analysis. Both of them rely on the fact that justification is preserved by entailment: that is, that if Smith is justified in believing P, and Smith realizes that the truth of P entails the truth of Q, then Smith would also be justified in believing Q. Gettier calls these counterexamples "Case I" and "Case II": Gettier problem - Case I

The "no false premises" (or "no false lemmas") solution was not the end of the matter, however, as more general Gettier-style problems have also been proposed, in which the justified true belief does not seem to be the result of a chain of reasoning from a justified false belief. For example: Smith walks into a room and seems to see Jones in it; she immediately forms the justified belief, "Jones is in the room." But in fact, it is not Jones that Smith saw; it was a life-size replica propped in Jones's chair. Nevert ..


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Gettier problem, Gettier problem - Case I, Gettier problem - Case II, Gettier problem - False premises, Gettier problem - Fourth Condition JTB+G approaches, Gettier problem - Gettier's counterexamples, Gettier problem - More general Gettier-style problems, Gettier problem - Other responses to Gettier, Gettier problem - Rejection of Gettier cases, Gettier problem - Revisions of JTB approaches, Gettier problem - The JTB account
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ARTICLES RELATED TO Gettier problem - Fourth Condition JTB+G approaches
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* Encyclopedia II - Gettier problem - The JTB account
Until Gettier's essay was published, most analytic philosophers took it for granted that something we might call the JTB account of knowledge was correct. The JTB account claims that knowledge can be conceptually analyzed as justified true belief - which is to say that the meaning of sentences such as "Smith knows that it rained today" can be given with the following set of necessary and jointly sufficient conditions: A subject S knows that a proposition P is true if, and only if:

Read more here: » Gettier problem: Encyclopedia II - Gettier problem - The JTB account

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* Encyclopedia II - Gettier problem - More general Gettier-style problems

The "no false premises" (or "no false lemmas") solution was not the end of the matter, however, as more general Gettier-style problems have also been proposed, in which the justified true belief does not seem to be the result of a chain of reasoning from a justified false belief. For example: Smith walks into a room and seems to see Jones in it; she immediately forms the justified belief, "Jones is in the room." But in fact, it is not Jones that Smith saw; it was a life-size replica propped in Jones's chair. Nevert ...

Read more here: » Gettier problem: Encyclopedia II - Gettier problem - More general Gettier-style problems

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Videos - gettier problem
Knowledge - Justified, true belief theory and the Gettier problemKnowledge - Justified, true belief theory and the Gettier problem

During this session we were discussing knowledge, and we introduced the theory of knowledge called justified-true-bel- ief, the ch...

Scientific Knowledge and GettierScientific Knowledge and Gettier

My solution to the Gettier problems of knowledge is that part of what "knowing that a thing is" can include "how...

What Color I SeeWhat Color I See

When I see green it looks very different from the green that you see. What do you think of that!

Need For Speed Carbon - Deadfall Junction - Tier 3 Lan Evo IX - Sprint and BossNeed For Speed Carbon - Deadfall Junction - Tier 3 Lan Evo IX - Sprint and Boss

So here is a recording I made of me quickly running through Deadfall Junction in my fully upgraded Teir 3 Lan Evo IX. Also, afte...





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* Encyclopedia II - Gettier problem - Gettier's counterexamples

Gettier's case is based on two purported counterexamples to the JTB analysis. Both of them rely on the fact that justification is preserved by entailment: that is, that if Smith is justified in believing P, and Smith realizes that the truth of P entails the truth of Q, then Smith would also be justified in believing Q. Gettier calls these counterexamples "Case I" and "Case II": Gettier problem - Case I. Smith has applied for a job, but has a justified belief that "Jones will get the job". He a ...

Read more here: » Gettier problem: Encyclopedia II - Gettier problem - Gettier's counterexamples

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