Selection Function

A selection function is any function α\alpha that maps three sets X,Y,ZX, Y, Z of sets of arguments to a set α(X,Y,Z)⊆X∪Y∪Z\alpha(X,Y,Z) \subseteq X \cup Y \cup Z. Applied to the unattacked, unchallenged, and challenged initial sets of the current reduct, it selects those eligible in the next step.

Reference

Thimm, M. (2022). Revisiting Initial Sets in Abstract Argumentation. Argument & Computation, 13(3), pp. 325–360.

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