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  "title": "Alpha Pi Project",
  "authors": [
    "Rowan Brad Quni-Gudzinas"
  ],
  "abstract": "The Alpha Pi project begins with a practical engineering challenge: quantum states are exquisitely fragile, decohering rapidly due to environmental noise. This fragility stems not merely from technical limitations but from a deeper mathematical vulnerability: the continuous real‑number field that underlies standard quantum mechanics. The Bloch sphere—the canonical representation of a qubit’s state—is a smooth, continuous manifold with no discrete boundaries, allowing infinitesimal thermal drifts to accumulate linearly into significant errors. Active quantum error correction (QEC) fights this drift but imposes unsustainable resource burdens: surface codes require physical‑to‑logical qubit ratios of ~1000:1, face thermodynamic walls (Landauer’s principle, Heisenberg back‑action), and hit a signal‑processing ceiling beyond which no classical filtering can eliminate fundamental quantum back‑action.",
  "abstract_markdown": "The Alpha Pi project begins with a practical engineering challenge: quantum states are exquisitely fragile, decohering rapidly due to environmental noise. This fragility stems not merely from technical limitations but from a deeper mathematical vulnerability: the continuous real‑number field that underlies standard quantum mechanics. The Bloch sphere—the canonical representation of a qubit’s state—is a smooth, continuous manifold with no discrete boundaries, allowing infinitesimal thermal drifts to accumulate linearly into significant errors. Active quantum error correction (QEC) fights this drift but imposes unsustainable resource burdens: surface codes require physical‑to‑logical qubit ratios of ~1000:1, face thermodynamic walls (Landauer’s principle, Heisenberg back‑action), and hit a signal‑processing ceiling beyond which no classical filtering can eliminate fundamental quantum back‑action.",
  "date": "2026-04-01",
  "first_published": "2026-04-01",
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        "description": "The Alpha Pi project begins with a practical engineering challenge: quantum states are exquisitely fragile, decohering rapidly due to environmental noise. This fragility stems not merely from technical limitations but from a deeper mathematical vulnerability: the continuous real‑number field that underlies standard quantum mechanics. The Bloch sphere—the canonical representation of a qubit’s state—is a smooth, continuous manifold with no discrete boundaries, allowing infinitesimal thermal drifts to accumulate linearly into significant errors. Active quantum error correction (QEC) fights this drift but imposes unsustainable resource burdens: surface codes require physical‑to‑logical qubit ratios of ~1000:1, face thermodynamic walls (Landauer’s principle, Heisenberg back‑action), and hit a signal‑processing ceiling beyond which no classical filtering can eliminate fundamental quantum back‑action.",
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