UNNS Laboratory · Chamber LXII · v1.0.0 · protocol_locked = true
Variance Geometry Probe — σ_F Manifold
Determine whether the calibration floor σ_F is predictably structured over the kernel simplex (β,γ), scalable with depth, and reducible by reparameterization
🔒 231 simplex cells 🔒 τ∈{0.1,0.3,0.5,0.7,0.9} 🔒 n∈{1,2,3,4} 🔒 N_calib=400 🔒 Null-A depth-repeat 🔒 Null-B witness bootstrap 🔒 transforms φ0–φ3 preregistered 🔒 δ=0.15 flatten threshold 🔒 ring bins=10
⚙ Execution Controls
Preregistration enforced. Simplex grid (231 cells), τ-grid, N_calib=400, transforms φ0–φ3, and ring binning are locked. LXII treats σ_F as an object with geometry — not a nuisance constant. Primary endpoint: ExistsVarianceGeometry. Secondary: ExistsFlatteningTransform. Reduce bootstrap count for fast preview; use 200+ for full protocol.
Initializing…
📋 Execution Log
[INIT] Chamber LXII v1.0.0 loaded. protocol_locked = true.
[INIT] Objective: characterize σ_F as geometric object over (β,γ) simplex.
[INIT] Primary: ExistsVarianceGeometry (ring scaling + κ_var structure).
[INIT] Secondary: ExistsFlatteningTransform (φ0–φ3 reparameterization).