Titlebook: Infinite Regress Arguments; Claude Gratton Book 2009 Springer Science+Business Media B.V. 2009 David Hume.Plato.benign regress.empirical l

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factivity problem, have to be rephrased to account for the contextualist understanding of the semantics of “know”. It could be wondered, therefore, if other principles that might tacitly play a role in the argument of the conundrum need a similar treatment. In this chapter we will try to reply to t

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Viciousness,ned in the first chapter, a result is . if either it is a false statement, or it conflicts with a statement or rule that we are unwilling to abandon. The following diagram, presented in the first chapter, helps us to locate the subordinate argument.

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Circular Definitions, Circular Explanations, and Infinite Regresses, and circular explanations. For some philosophers believe that circular definitions and circular explanations entail infinite regresses (Sanford, 1984: 94; Day, 1986: 97; Moore, 1962: 109; Rankin, 1981: 335). For example, here is Russell’s (1996:348–349) view on circular definition.

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1566-7650 emises.Identifies different kinds of infinite regress argume.Infinite regress arguments. are part of a philosopher‘s tool kit of argumentation. But how sharp or strong is this tool? How effectively is it used? The typical presentation of infinite regress arguments throughout history is so succinct a

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https://doi.org/10.1007/978-90-481-3341-3David Hume; Plato; benign regress; empirical logic; formal logic; infinite regress; logic; philosophy; reaso