Relevance and minimality in systems of defeasible argumentation
File(s)DTR02-17.pdf (293.64 KB)
Published version
Author(s)
Flieger, Johannes C
Type
Report
Abstract
We present a metalogical characterisation of relevance for systems
of defeasible argumentation and use it to de¯ne the notion of a rele-
vant argument system. We employ a variant of the idea (in°uential
in linguistics and philosophy) that communication and cognition are
governed by a trade-o® between opposing demands of informational
su±ciency and economy of means; the notion of informational suf-
¯ciency is modelled in terms of satisfying a query associated with a
topic of argumentation, while the notion of economy is based on proof-
theoretic minimality. The resulting system of relevant argumentation
is able to handle fallacies of relevance, such as the paradoxes of ma-
terial implication, even when the underlying deductive system is a
classical rather than a relevance logic.
of defeasible argumentation and use it to de¯ne the notion of a rele-
vant argument system. We employ a variant of the idea (in°uential
in linguistics and philosophy) that communication and cognition are
governed by a trade-o® between opposing demands of informational
su±ciency and economy of means; the notion of informational suf-
¯ciency is modelled in terms of satisfying a query associated with a
topic of argumentation, while the notion of economy is based on proof-
theoretic minimality. The resulting system of relevant argumentation
is able to handle fallacies of relevance, such as the paradoxes of ma-
terial implication, even when the underlying deductive system is a
classical rather than a relevance logic.
Date Issued
2002-10
Citation
Departmental Technical Report: 02/17, 2002, pp.1-34
Publisher
Department of Computing, Imperial College London
Start Page
1
End Page
34
Journal / Book Title
Departmental Technical Report: 02/17
Copyright Statement
© 2002 The Author(s). This report is available open access under a CC-BY-NC-ND (https://creativecommons.org/licenses/by-nc-nd/4.0/)
Publication Status
Published