Defines canonical credal set oracles as Knaster-Tarski least fixed points of isotone operators on closed credal sets, proving self-consistency and reduction to point estimates when non-performative.
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Unbiased Canonical Set-Valued Oracles Via Lattice Theory
Defines canonical credal set oracles as Knaster-Tarski least fixed points of isotone operators on closed credal sets, proving self-consistency and reduction to point estimates when non-performative.