The concept of “argumentative consequence” is introduced, involving only the attack relations in Dung-style abstract argumentation frames. Collections of attack principles of different strength, referring to the logical structure of claims of arguments, lead to new characterizations of classical and nonclassical consequence relations. In this manner systematic relations between structural constraints on abstract argumentation frames, sequent rules, and nondeterministic matrix semantics for corresponding calculi emerge.

From Semi-Abstract Argumentation to Logical Consequence / E.A. Corsi, C. Fermueller (STUDIES IN LOGIC LOGIC AND ARGUMENTATION). - In: Argumentation and Inference. 2 / [a cura di] S. Oswald, D. Maillat. - [s.l] : College Publications, 2018. - ISBN 978-1-84890-284-8. - pp. 151-164 (( Intervento presentato al 2. convegno European Conference on Argumentation tenutosi a Fribourg nel 2017.

From Semi-Abstract Argumentation to Logical Consequence

E.A. Corsi
;
2018

Abstract

The concept of “argumentative consequence” is introduced, involving only the attack relations in Dung-style abstract argumentation frames. Collections of attack principles of different strength, referring to the logical structure of claims of arguments, lead to new characterizations of classical and nonclassical consequence relations. In this manner systematic relations between structural constraints on abstract argumentation frames, sequent rules, and nondeterministic matrix semantics for corresponding calculi emerge.
abstract argumentation; sequent calculus
Settore M-FIL/02 - Logica e Filosofia della Scienza
Settore MAT/01 - Logica Matematica
2018
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/2434/936785
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