Common Knowledge and Argumentation Schemes .

Studies in Communication Sciences 5 (2):1-22 (2005)
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Abstract

We argue that common knowledge, of the kind used in reasoning in law and computing is best analyzed using a dialogue model of argumentation (Walton & Krabbe 1995). In this model, implicit premises resting on common knowledge are analyzed as endoxa or widely accepted opinions and generalizations (Tardini 2005). We argue that, in this sense, common knowledge is not really knowledge of the kind represent by belief and/or knowledge of the epistemic kind studied in current epistemology. This paper takes a different approach, defining it in relation to a common commitment store of two participants in a rule-governed dialogue in which two parties engage in rational argumentation (Jackson & Jacobs 1980; van Eemeren & Grootendorst 2004). A theme of the paper is how arguments containing common knowledge premises can be studied with the help of argumentation schemes for arguments from generally accepted opinion and expert opinion. It is argued that common knowledge is a species of provi- sional acceptance of a premise that is not in dispute at a given point in a dia- logue, but may later be defeated as the discussion proceeds

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Author Profiles

Fabrizio Macagno
Faculdade de Letras da Universidade de Lisboa
Douglas Walton
Last affiliation: University of Windsor

Citations of this work

Presupposition as Argumentative Reasoning.Fabrizio Macagno - 2015 - In Alessandro Capone & Jacob L. Mey (eds.), Interdisciplinary Studies in Pragmatics, Culture and Society. Cham: Springer. pp. 465-487.

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References found in this work

Argumentation schemes for presumptive reasoning.Douglas N. Walton - 1996 - Mahwah, N.J.: L. Erlbaum Associates.
Mathematical models of dialogue.C. L. Hamblin - 1971 - Theoria 37 (2):130-155.
Aristotle and the methods of ethics.Jonathan Barnes - 1980 - Revue Internationale de Philosophie 34 (3):490.
An introduction to logic.H. W. B. Joseph - 1906 - Oxford,: Clarendon press.
Enthymematic Arguments.David Hitchcock - 1985 - Informal Logic 7 (2).

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