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Complexity of Credulous and Skeptical Acceptance in Epistemic Argumentation Framework

AAAI 2024 · Learning theory and algorithms › Combinatorial and search optimization · approach: Logic and answer set programming theory · 1 citations (OpenAlex)

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Studies the complexity of credulous and skeptical acceptance in epistemic argumentation frameworks (EAF), introduces Labelled CAF (LCAF), and shows EAF matches LCAF complexity and is more expressive than iAF under preferred semantics.

Problem

Complexity of credulous and skeptical acceptance in epistemic argumentation frameworks was unexplored, and the relationships among EAF, constrained AF, and incomplete AF were unclear.

Approach

Introduces LCAF, a constrained AF whose constraints are propositional formulas over labelled arguments (in/out/und), show LCAF is an EAF without modal operators, and reduce iAF acceptance to LCAF/EAF; then proves EAF has the same complexity as LCAF, with complexity results completed for each semantics.

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
Add constraints over labeled arguments (LCAF)AF · Preferred semanticsCredulous acceptance complexity: NP-c -> Σp₂-cMixed
Add epistemic constraints, including modal operators (EAF)LCAF · Credulous and skeptical acceptanceAcceptance complexityNo clear effect
Encode iAF acceptance as LCAF acceptanceiAF · Preferred semanticsCredulous acceptance complexity: NP-c -> Σp₂-cHelped

Surprising findings

Limitations

Experimental setup

Metrics: complexity class completeness

Baselines: constrained AF (Alfano et al. 2021b) incomplete AF (Baumeister et al. 2021)

Builds on: Dung's argumentation framework epistemic argumentation framework (Sakama and Son 2020) constrained argumentation frameworks incomplete argumentation frameworks

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