IndisputableMonolith.Foundation.OptionAEmpiricalDeliverables
The module defines the deliverable type as the artifact expected from an empirical analysis under the Option A schedule. Researchers constructing or auditing empirical validation pipelines for Recognition Science would cite it to specify test outputs. It consists of type definitions, count and assignment functions, and basic structural properties such as injectivity and distinctness, with no theorems requiring proof.
claimLet $D$ be the type of deliverable artifacts expected from an empirical analysis. The module equips $D$ with a count function, an assignment map from analysis actions to elements of $D$, and conditions ensuring the assignment is injective with first-pass lists free of duplicates.
background
This module belongs to the Foundation layer and imports the Option A Empirical Action Plan. The upstream module states: 'Concrete analysis action classes for the scheduled Option A empirical tests. The schedule says what to run first; this file says what kind of computation each scheduled test requires.' It therefore supplies the output side of those action classes.
proof idea
This is a definition module, no proofs.
why it matters in Recognition Science
It supplies the deliverable component required by the Option A Empirical Pipeline. The downstream module states: 'Unified empirical pipeline record for C1-C9. This ties together protocol, priority, analysis action, and deliverable for every implemented Option A combination.' The definitions therefore complete the formal record used to schedule and track empirical tests.
scope and limits
- Does not define the internal computations that produce each deliverable.
- Does not contain any empirical data or numerical results.
- Does not address Option B or other empirical paths.
- Does not prove properties of deliverables beyond basic structural facts.
used by (1)
depends on (1)
declarations in this module (16)
-
inductive
Deliverable -
theorem
deliverable_count -
def
deliverableFor -
theorem
deliverableFor_injective -
def
firstPassDeliverables -
theorem
firstPassDeliverables_eq -
theorem
firstPassDeliverables_length -
theorem
firstPassDeliverables_nodup -
def
HasDeliverable -
theorem
hasDeliverable_all -
theorem
scheduled_has_deliverable -
theorem
c3_deliverable -
theorem
c8_deliverable -
theorem
c5_deliverable -
structure
EmpiricalDeliverablesCert -
def
empiricalDeliverablesCert