Density — unmarked measurement chamber

Density — unmarked measurement chamber

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VISUAL SYSTEM · MINI AI LABS

Near-black laboratory. Cyan live · bronze Λ-ghost · mint lock. No type on stills. Record: CITY-LABS-VISUAL-SYSTEM-20260915.

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DENSITY · measurement

DENSITY · measurement

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OPEN LIVE

Open Density · Mini AI Labs portal

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VISUAL SYSTEM · MINI AI LABS

Caption stripped. Near-black laboratory, cyan live, bronze Λ-ghost, mint lock. No type on stills.

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DENSITY · reconstruction

DENSITY · reconstruction

DENSITY · live measurement lab

DENSITY · live measurement lab

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ENGAGE DENSITY

Launch Density — Quantum Topological Visualizer

Public interactive runtime for tomographic reconstruction, E47 spectral gating, field/state visualization, and reconstruction diagnostics.

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System role

Density is the application / measurement interface downstream of the E47 spectral core. It turns the selector-projector formalism into an interactive tomography workflow while keeping the mathematical layer separate from physical or clinical validation.

$\text{truth phantom}\to\text{angular projections}\to\text{sinogram}\to\operatorname{ART}^{(n)}\to P_{47}\text{ gate}\to\text{residual / profile}$

Related City interfaces: SPECTRA — Structure Lab · Fold — Invariance Lab · Murmuration — Topological Data Swarm Lab

Interactive tomography surface

Panel What it exposes
Truth phantom $\Omega(x,y)$ Reference target for reconstruction.
ART reconstruction Iterative algebraic reconstruction from sampled projections.
$P_{47}$ coherence gate Selected-subspace filtering layer tied to the E47 projector grammar.
Error map $
Sinogram Eight informational angular views at $45^\circ$ spacing, $0^\circ\ldots315^\circ$.
3D slices Interactive XY, XZ, and YZ orthogonal sections.
Radial coherence profile Truth versus ART versus gated output.

Spectral kernel lock

The interface exposes the SU(2) sector decomposition $J=0,\ldots,6$ and highlights the selected sectors $J=2$ and $J=5$:

$\dim E_6=25,\qquad \dim E_{30}=22,\qquad \dim E_{47}=25+22=47.$

The selector is

$$ K=(C-6I)(C-30I),\qquad \ker K=E_6\oplus E_{30}=E_{47}. $$