c3_deliverable
plain-language theorem explainer
The theorem records that the deliverable assigned to the oncology tensor combination equals the oncology factor model notebook. Auditors of the Option A first-pass schedule cite this equality when assembling the auditable output list. The proof reduces immediately to reflexivity on the case definition of the assignment function.
Claim. $f(c_3) = n$ where $f$ is the function that assigns a concrete deliverable to each Option A combination identifier and $n$ is the oncology factor model notebook.
background
The module supplies concrete artifacts expected from the Option A empirical action plan and converts the first-pass schedule into an auditable collection of outputs. The upstream definition deliverableFor maps each CombinationID to a Deliverable; its c3 case is fixed to the oncology factor model notebook. The module carries zero sorry or axiom and sits inside the Foundation layer that prepares empirical deliverables for later pipeline certification.
proof idea
One-line wrapper that applies reflexivity directly to the defining equation of deliverableFor at the c3OncologyTensor case.
why it matters
The equality populates the empiricalDeliverablesCert structure, which bundles deliverable count, injectivity of the assignment map, and first-pass length and nodup properties. It thereby feeds the EmpiricalPipelineCert used downstream to certify the full Option A pipeline. The result closes one concrete mapping required by the module's mandate to produce auditable outputs from the schedule.
Switch to Lean above to see the machine-checked source, dependencies, and usage graph.