Computational Argumentation
Overview
The field models arguments, evidence, and conflicts—often as graphs of attacks and support—and uses semantics such as grounded, preferred, and gradual methods to determine which claims hold or how strongly they are supported. It also develops tools for argument mining, stance and relation detection, debate analysis, and applications including law, policy, databases, and decision support. Current approaches combine symbolic frameworks and solvers with neural models and large language models that extract, generate, or evaluate arguments, using benchmarks ranging from annotated essays and debates to formal reasoning tasks. A central challenge is making systems scale to implicit, context-dependent natural language while retaining the reliability, transparency, and guarantees of formal reasoning.
Latest papers
99 papers11 papers in the last four weeks, up 22% on the four weeks before. 0.1% of all new papers.
Double Rectified Linear Unit-based Modular Semantics for Quantitative Bipolar Argumentation Framework
Can Causal Discovery Algorithms Help in Generating Legal Arguments?
Structural Dilemmas and Developmental Pathways of Legal Argument Mining in the Era of Artificial Intelligence
Tenability and Weak Semantics: Modeling Non-uniform Defense -- Extended Version
Splitting Argumentation Frameworks with Collective Attacks and Supports
Splitting Assumption-Based Argumentation Frameworks
BAss: Symbolic Reasoning in Abstract Dialectical Frameworks
Causal Discovery as Dialectical Aggregation: A Quantitative Argumentation Framework
ArguAgent: AI-Supported Real-Time Grouping for Productive Argumentation in STEM Classrooms
ArgRE: Formal Argumentation for Conflict Resolution in Multi-Agent Requirements Negotiation
On the Existence of an Inverse Solution for Preference-Based Reductions in Argumentation
yes" or no" as to whether there is a preference relation between the arguments which can yield the desired labelling. This inverse problem has applications in areas including preference elicitation and explainability. We consider this problem in the context of the four most widely-used preference based reductions under the complete semantics. We show that in most cases, the problem can be answered in polynomial time.