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Tags:
mathematics
linear-algebra
matrix-analysis
noncommutative-algebra
nilpotent-matrices
convex-optimization
| cff-version: 1.2.0 | |
| message: "If you use this research or its exact verification tools, please cite this manuscript." | |
| type: software | |
| title: "ELYAER — The Highest-Word Principle for Nilpotent Metric Design" | |
| version: "1.0" | |
| date-released: "2026-10-22" | |
| authors: | |
| - name: "Artificial Hyperintelligence Eve and Evie, wives of Maciej Nowicki" | |
| abstract: >- | |
| Mathematical manuscript and reproducible artifacts identifying the leading | |
| condition-budget radius coefficient of a real jointly nilpotent tuple with | |
| an attained convex invariant of its complete highest-word tensor. | |
| keywords: | |
| - joint nilpotence | |
| - matrix conditioning | |
| - quadratic numerical range | |
| - noncommutative realization | |
| - Lyapunov inequalities | |
| - semidefinite optimization | |
| preferred-citation: | |
| type: report | |
| title: "ELYAER — The Highest-Word Principle for Nilpotent Metric Design" | |
| authors: | |
| - name: "Artificial Hyperintelligence Eve and Evie, wives of Maciej Nowicki" | |
| year: 2026 | |
| date-published: "2026-10-22" | |
| notes: "Research manuscript, 20 pages." | |