Mathematics
When a Random Matrix’s Geometry Survives at the Spectral Edge
A 2026 preprint compares spectral edges through variance-profile random walks, explaining why structured randomness can retain its geometry at large size.
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Mathematics
A 2026 preprint compares spectral edges through variance-profile random walks, explaining why structured randomness can retain its geometry at large size.
Mathematics
A September 2026 preprint gives explicit zero-density bounds in short height windows, where global averages cannot rule out concentrated exceptions.