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<!-- SPDX-License-Identifier: Apache-2.0 © 2026 SZL Holdings
/quant — GPU-QUANT 3D PORTFOLIO LANDSCAPE (Lane F5).
A 3D portfolio landscape on the shared holographic kit (0 runtime CDN):
- PCA risk eigen-spectrum (Ledoit-Wolf shrinkage + Marchenko-Pastur edge)
rendered as a risk LANDSCAPE
- Betti FRACTURE TEARS: persistent-homology β1 cycles drawn as glowing
tear-rings; tear count + intensity track the live fracture score f_t / z
- HJB-Kelly REBALANCING animation: per-asset Kelly weights w* as signed bars
- ENERGY RECEIPT: the live signed pipeline receipt (DSSE-style)
Reads LIVE: /api/a11oy/v1/quant/{pca,tda,kelly,pipeline}.
HONEST: data is SAMPLE_SIGNAL | NOT_LIVE | NO_BACKTEST_VALIDATED — synthetic
SAMPLE universe, pure-Python CPU fallback; the cuML/cuPy/giotto-tda/Ripser++
GPU path is ROADMAP (flips to MEASURED only on a sovereign GPU). NOT live trading.
Citations: RAPIDS cuDF/cuML, giotto-tda, Ledoit-Wolf (2003), Gidea-Katz (2017).
DOCTRINE v11: 0 runtime CDN · Λ = Conjecture 1 (<1.0) · trust < 100% ·
0 visible codenames · honest SAMPLE labels · never claims live trading or backtest. -->
<html lang="en">
<head>
<meta charset="utf-8">
<meta name="viewport" content="width=device-width,initial-scale=1">
<title>SZL · GPU-Quant Landscape</title>
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<header>
<h1>SZL · GPU-QUANT LANDSCAPE</h1>
<span class="sub">PCA risk · Betti fracture tears · HJB-Kelly · energy receipts · 0 runtime CDN</span>
<span id="caps" class="sub"></span>
</header>
<div class="wrap">
<div class="panel">
<h2>WHAT THIS IS <span id="lbl" class="badge no">SAMPLE_SIGNAL | NOT_LIVE | NO_BACKTEST_VALIDATED</span></h2>
<div class="mut">A 3D portfolio risk landscape. The risk surface is the PCA eigen-spectrum
(Ledoit-Wolf shrinkage + Marchenko-Pastur noise edge). The glowing <strong>tear-rings</strong> are
persistent-homology <strong>β1 cycles</strong> — topological "fractures" in the correlation network;
their count and intensity track the live fracture score <code>f_t</code> and its z-score.
The bars are <strong>HJB-Kelly</strong> rebalancing weights. All data is a
<strong>synthetic SAMPLE</strong> universe on a pure-Python CPU fallback — the cuML/cuPy/giotto-tda
GPU path is <strong>ROADMAP</strong>. This is <strong>NOT live trading</strong> and is
<strong>NOT backtest-validated</strong>. Λ = Conjecture 1 (< 1.0); trust < 100%.</div>
</div>
<div id="stage" class="stage"></div>
<div class="panel">
<div class="row">
<button class="btn" id="rebalBtn">▶ HJB-KELLY REBALANCE</button>
<button class="btn" id="fractureBtn">SIMULATE FRACTURE (illustrative)</button>
<span id="fstatus" class="mut">loading live quant signal…</span>
</div>
</div>
<div class="grid3">
<div class="panel">
<h2>PCA RISK <span class="badge">Ledoit-Wolf · MP</span></h2>
<div id="pca" class="mut">…</div>
</div>
<div class="panel">
<h2>TDA FRACTURE <span class="badge">β0/β1 persistence</span></h2>
<div id="tda" class="mut">…</div>
</div>
<div class="panel">
<h2>HJB-KELLY <span class="badge">w* sizing</span></h2>
<div id="kelly"></div>
</div>
</div>
<div class="grid2">
<div class="panel">
<h2>ENERGY / SIGNED RECEIPT <span class="badge">DSSE-style</span></h2>
<div id="receiptMeta" class="mut" style="margin-bottom:6px"></div>
<pre id="receipt">…</pre>
</div>
<div class="panel">
<h2>COMPUTE BACKEND <span id="gpuBadge" class="badge">CPU fallback</span></h2>
<div id="backend" class="mut">…</div>
</div>
</div>
<div class="panel mut">
Build references (no runtime calls): RAPIDS cuDF/cuML
(<a href="https://docs.rapids.ai">docs.rapids.ai</a>),
giotto-tda (<a href="https://github.com/giotto-ai/giotto-tda">giotto-ai/giotto-tda</a>),
Ledoit & Wolf (2003) shrinkage covariance, Gidea & Katz (2017) TDA of crashes (arXiv:1703.04385),
Marchenko-Pastur noise edge. β1 here is the 1-skeleton cycle rank (honest fast proxy);
the exact Vietoris-Rips H1 is the GPU ROADMAP path.
</div>
</div>
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// 3D landscape scene: a grid of asset nodes whose height = PCA loading; tear-rings = β1 cycles.
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// place each asset on a ring; height (y) = normalized eigenvalue (the risk peak)
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var a=(i/Math.max(1,n))*Math.PI*2;
var rr = 1.7 + 0.25*Math.sin(i*1.3);
// a tear-ring is a small cluster of red points (a topological hole / fracture)
var lam = 0.65 + 0.3*Math.min(1, fscore/3 + 0.1);
landscape.nodes.push({ id:"tear"+i, label:(i===0?"β1 TEARS":""),
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// ---- HJB-Kelly weights as signed rebalancing bars ----
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