arXiv:2604.07349v5 Announce Type: replace-cross
Abstract: Any rigorously specified problem determines an admissible-output relation $R$, and exact correctness depends only on the induced classes $s \sim_R s’ \iff \mathrm{Adm}_R(s)=\mathrm{Adm}_R(s’)$….
arXiv:2604.07349v4 Announce Type: replace-cross
Abstract: Any rigorously specified problem determines an admissible-output relation $R$, and the only state distinctions that matter are the classes $s \sim_R s’ \iff \mathrm{Adm}_R(s)=\mathrm{Adm}_R(s’)…
arXiv:2604.07349v3 Announce Type: replace-cross
Abstract: Any rigorously specified problem determines an admissible-output relation $R$, and the only state distinctions that matter are the classes $s \sim_R s’ \iff \mathrm{Adm}_R(s)=\mathrm{Adm}_R(s’)…
arXiv:2604.07349v2 Announce Type: replace-cross
Abstract: Any rigorously specified problem determines an admissible-output relation $R$, and the only state distinctions that matter are the classes $s \sim_R s’ \iff \mathrm{Adm}_R(s)=\mathrm{Adm}_R(s’)…
arXiv:2604.07349v1 Announce Type: cross
Abstract: Exact relevance certification asks which coordinates are necessary to determine the optimal action in a coordinate-structured decision problem. The tractable families treated here admit a finite primit…