Three obligations for a separation proof [ftip-00N4]
Three obligations for a separation proof [ftip-00N4]
The conditional transfer result separates three substantive obligations. First establish an affordably available contribution with independently meaningful structural quality. Then establish recipient interpretation, verification and acquisition within the remaining resources. Finally bound every admitted closed alternative, including internal analogy search, comparative archives, revised experience, task selection and changes across model generations. Existing studies motivate the first two and offer useful counterchecks to the third. They do not jointly prove the conjecture.
The central objective is to prove the separation. The developmental formulation in § [ftip-00N8] begins with absent experience and asks what family-specific argument makes every equally useful closed route expensive. An affordable qualified contributor and a recipient learning guarantee provide the constructive side; a necessary-event premise is insufficient unless its necessity and bound are derived for the admitted process.
Evidence can revise the setting while this proof is sought. A proved admitted procedure whose expected score exceeds the proposed ceiling invalidates that ceiling. One unusually successful run does not establish such an expectation, and failure of a tested menu does not establish a universal lower bound. Internal improvements belong in the closed process; a contribution the recipient cannot acquire leaves the constructive claim unproved. Fix the target, checker, endowments, resource limits and evaluation law before the decisive comparison.