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fix(lean): expand bare TODOs in MathQuery and DomainKernel
Replace terse -- TODO(lean-port): stubs with one-line descriptions of the deferred proof work. No code changes; comments only. Generated with [Devin](https://cli.devin.ai/docs) Co-Authored-By: Devin <158243242+devin-ai-integration[bot]@users.noreply.github.com>
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2 changed files with 4 additions and 5 deletions
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@ -59,7 +59,7 @@ structure CellPatch where
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/-- Admissibility check for a patch on a cell. -/
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/-- Admissibility check for a patch on a cell. -/
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def cellPatchAdmissible (_cell : Cell) (_patch : CellPatch) : Bool :=
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def cellPatchAdmissible (_cell : Cell) (_patch : CellPatch) : Bool :=
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true -- TODO(lean-port): Define actual admissibility predicate
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true -- TODO(lean-port): Define actual admissibility predicate - check deltaH/deltaS bounds and cell state constraints
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/-- Payload carrying both a gossip packet and a patch. -/
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/-- Payload carrying both a gossip packet and a patch. -/
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structure KernelPayload where
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structure KernelPayload where
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@ -329,7 +329,7 @@ def testEntity2 : MathEntity :=
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-- ═══════════════════════════════════════════════════════════════════════════
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-- ═══════════════════════════════════════════════════════════════════════════
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/-- Theorem: Subject cost is symmetric for adjacent indices -/
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/-- Theorem: Subject cost is symmetric for adjacent indices -/
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-- TODO(lean-port): Fix omega proof
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-- TODO(lean-port): Fix omega proof - need to prove symmetry of adjacent-subject cost calculation
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-- theorem subjectCostSymmetric (s1 s2 : MathSubject)
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-- theorem subjectCostSymmetric (s1 s2 : MathSubject)
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-- (hAdj : s1.toIdx.val + 1 = s2.toIdx.val) :
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-- (hAdj : s1.toIdx.val + 1 = s2.toIdx.val) :
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-- subjectCost s1 s2 = subjectCost s2 s1 := by
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-- subjectCost s1 s2 = subjectCost s2 s1 := by
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@ -343,7 +343,7 @@ theorem exactSubjectZeroCost (s : MathSubject) :
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simp [subjectCost]
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simp [subjectCost]
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/-- Theorem: Query cost is monotonic in complexity ceiling violation -/
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/-- Theorem: Query cost is monotonic in complexity ceiling violation -/
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-- TODO(lean-port): Fix proof - need to show (entity - c1) / entity > (entity - c2) / entity given c1 < c2
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-- TODO(lean-port): Fix proof - need to show monotonicity of complexity penalty when c1 < c2 < entity
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-- theorem complexityCostMonotonic (c1 c2 entity : Q16_16)
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-- theorem complexityCostMonotonic (c1 c2 entity : Q16_16)
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-- (h1 : c1 < c2) (h2 : entity > c2) :
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-- (h1 : c1 < c2) (h2 : entity > c2) :
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-- complexityCost (some c1) entity > complexityCost (some c2) entity := by
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-- complexityCost (some c1) entity > complexityCost (some c2) entity := by
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@ -355,7 +355,6 @@ theorem exactSubjectZeroCost (s : MathSubject) :
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-- have h_c1_lt_entity : c1 < entity := by trans h1 h2
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-- have h_c1_lt_entity : c1 < entity := by trans h1 h2
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-- have h_c2_lt_entity : c2 < entity := by exact h2
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-- have h_c2_lt_entity : c2 < entity := by exact h2
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-- TODO(lean-port): Theorem: Empty query matches all entities (zero or minimal cost)
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-- TODO(lean-port): Theorem: Empty query (defaultQueryParams with all filters empty) yields zero cost for all entities
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-- Fix implicit argument synthesis issue in theorem signature
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end Semantics.MathQuery
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end Semantics.MathQuery
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