PPT-Gettier and the analysis of knowledge

Michael Lacewing enquiriesalevelphilosophycouk Justified true belief I know that p The proposition p is true I believe that p and My belief that p is justified. This short piece published in 1963 seemed to many decisively to refute an otherwise attractive analysis of knowledge It stimulated a renewed effort still ongoing to clarify exactly what knowledge comprises From Analysis vol 23 966 Copyright by Ed Michael Lacewing. enquiries@alevelphilosophy.co.uk. Justified true belief. ‘. I know that . p. ’:. The . proposition ‘. p’. . is true;. I believe that . p. ; and. My belief that . p. is justified. Read through my comments on your 9 mark question. Fill in your tracking sheet. Respond to any questions/tasks I have written on your work.. Try to re-write any sections of your work that needed improvement under the subtitle: . Having . four sides is . _________ for . being a square. .. Being a square is . __________ for . having four sides. .. Having three straight sides is ___________ for being a triangle.. Necessary and sufficient. What is Reliabilism?. Does Reliabilism describe knowledge well? What are the strengths and weaknesses of Reliabilism?. How well does Reliabilism cope with Gettier and Fake Barn Cases?. What is Reliabilism? (2 marks). JTB account is only a definition of . propositional . knowledge. . Explain precisely what it is about the JTB account that Gettier is critiquing.. You can use other examples of Gettier cases if . Gettier’s. What is Reliabilism?. Does Reliabilism describe knowledge well? What are the strengths and weaknesses of Reliabilism?. How well does Reliabilism cope with Gettier and Fake Barn Cases?. What is Reliabilism? (2 marks). Having . four sides is . _________ for . being a square. .. Being a square is . __________ for . having four sides. .. Having three straight sides is ___________ for being a triangle.. Necessary and sufficient. JTB account is only a definition of . propositional . knowledge. . Explain precisely what it is about the JTB account that Gettier is critiquing.. You can use other examples of Gettier cases if . Gettier’s. Michael Lacewing. enquiries@alevelphilosophy.co.uk. © Michael Lacewing . Justified true belief. ‘. I know that . p. ’:. The . proposition ‘. p’. . is true;. I believe that . p. ; and. My belief that . Gettier’s. two examples and explain what they show.. Can you think of any responses to . Gettier. ?. Responding to . Gettier. Objectives:. Understand two responses to . Gettier. and how they work.. Internalism. This Photo. by Unknown Author is licensed under . CC BY. A Priori. Introduction. A Priori and A Posteriori. Latin expressions developed by scholastic philosophers in the Middle Ages. . A priori : "from what is prior” . PhD Thesis – Research Plan. ALBERTETTI . Fabrizio. Thesis. . Director. : Prof. STOFFEL Kilian. Information Management Institute. University . of Neuchatel. Switzerland. New . Challenges in the European Area. Karin Becker. Data Mining, Integration and Analysis. Knowledge Discovery. Web and Text Mining. Data Science. Recommendation Systems. Scalability and Performance. Reproducibility. Ana Lucia . Cetertich.