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5.3 Gettier and Other Complications

31.2K views
โ€ข
April 13, 2011
by
University of Oxford
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5.3 Gettier and Other Complications

TL;DR

Gettier cases challenge the traditional justified true belief analysis of knowledge, highlighting accidental truths.

Transcript

this brings us to the most famous puzzle cases in epistemology possibly the most famous puzzle cases in the whole of philosophy the Gettier cases are fantastically well known probably because they're so clear and decisive against the justified true belief analysis of knowledge or at least they seem to be so let's suppose that P is something that I'... Read More

Key Insights

  • ๐ŸŽ Gettier cases present scenarios where justified true beliefs turn out to be true accidentally, challenging the traditional notion of knowledge.
  • โ“ Attempts to modify the definition of knowledge to address the Gettier problem have not provided a convincing resolution.
  • โœ‹ The lottery paradox raises questions about defining knowledge based on probabilities, as high probabilities may not always lead to knowledge.
  • โšพ Contextualism suggests that the certainty required for knowledge can vary based on the importance of the task, indicating a flexible understanding of knowledge.
  • ๐Ÿคจ Ordinary language usage of the term "knowledge" may vary in different contexts, raising questions about a single, unified essence of knowledge.

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Questions & Answers

Q: How do Gettier cases challenge the traditional justified true belief analysis of knowledge?

Gettier cases present scenarios where justified true beliefs happen to be true accidentally, casting doubt on the sufficiency of the traditional criteria for knowledge.

Q: Why do Gettier cases propose the addition of a fourth condition to the definition of knowledge?

Gettier cases point out that justified true belief alone may not guarantee knowledge, prompting the consideration of a fourth condition to exclude accidental truths.

Q: How does the lottery paradox pose a challenge to defining knowledge based on probabilities?

The lottery paradox suggests that high probabilities alone may not suffice for knowledge, as even highly probable beliefs can turn out to be false, challenging probabilistic definitions of knowledge.

Q: Why does contextualism pose a problem for defining knowledge?

Contextualism highlights that the threshold for what counts as knowledge can vary based on the situation, indicating that knowledge may not be an absolute category.

Summary & Key Takeaways

  • Gettier cases are famous philosophical puzzles challenging justified true belief.

  • Examples involve justified true beliefs that happen to be true accidentally, raising doubts about the definition of knowledge.

  • Attempts to modify the definition of knowledge to address the Gettier problem have faced challenges.


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