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Releases: arr-research/arr-research.github.io

ARR-2026-6ZJY1SSSJA98WBWX v1

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@github-actions github-actions released this 06 Sep 12:48
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Optimal stability and all equality cases at balanced inertia (5,5)

ARR record: ARR-2026-6ZJY1SSSJA98WBWX
Version: v1
Record type: research_paper
Protocol: ARR-VERIFY-1.0

The attached manifest records SHA-256 hashes for every published source file, the complete source bundle, and the canonical PDF when supplied.

ARR-2026-03PY6WTF258KGSRN v1

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@github-actions github-actions released this 06 Sep 12:49
7af7eb1

Two-state exact routing: algebraic feasibility and sharp delay-two rigidity

ARR record: ARR-2026-03PY6WTF258KGSRN
Version: v1
Record type: research_paper
Protocol: ARR-VERIFY-1.0

The attached manifest records SHA-256 hashes for every published source file, the complete source bundle, and the canonical PDF when supplied.

ARR-2026-02AGP452839C09SH v1

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@github-actions github-actions released this 06 Sep 12:48
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A finite geometry of low-rank three-list Weyl probes in ternary dimensions

ARR record: ARR-2026-02AGP452839C09SH
Version: v1
Record type: research_paper
Protocol: ARR-VERIFY-1.0

The attached manifest records SHA-256 hashes for every published source file, the complete source bundle, and the canonical PDF when supplied.

ARR-2026-54Q3HMFJ0Z8CZB4T v1

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@github-actions github-actions released this 05 Sep 19:49
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Polynomial vertex reduction and optimal stability at balanced inertia (4,4)

ARR record: ARR-2026-54Q3HMFJ0Z8CZB4T
Version: v1
Record type: research_paper
Protocol: ARR-VERIFY-1.0

The attached manifest records SHA-256 hashes for every published source file, the complete source bundle, and the canonical PDF when supplied.

ARR-2026-4NC14QTZMT8708NN v1

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@github-actions github-actions released this 05 Sep 19:49
764e44e

A complete one-state error–delay law for asymmetric three-node routing

ARR record: ARR-2026-4NC14QTZMT8708NN
Version: v1
Record type: research_paper
Protocol: ARR-VERIFY-1.0

The attached manifest records SHA-256 hashes for every published source file, the complete source bundle, and the canonical PDF when supplied.

ARR-2026-24M24KDPZK8HDBQ9 v1

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@github-actions github-actions released this 05 Sep 11:18
e180a29

Sharp inertia ceilings and optimal stability for inverse self-commutators

ARR record: ARR-2026-24M24KDPZK8HDBQ9
Version: v1
Record type: research_paper
Protocol: ARR-VERIFY-1.0

The attached manifest records SHA-256 hashes for every published source file, the complete source bundle, and the canonical PDF when supplied.

ARR-2026-0WESHW4YMM9FG8EK v1

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@github-actions github-actions released this 05 Sep 19:49
764e44e

Three-term Weyl operators: central multiplicities, rank laws, and exact list decoding

ARR record: ARR-2026-0WESHW4YMM9FG8EK
Version: v1
Record type: research_paper
Protocol: ARR-VERIFY-1.0

The attached manifest records SHA-256 hashes for every published source file, the complete source bundle, and the canonical PDF when supplied.

ARR-2026-7NPRNBW4488HG90K v1

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@github-actions github-actions released this 30 Aug 17:36
ecb081d

One-Spike Inverse Self-Commutators and Exact Three-versus-Four-Kick Curvature Synthesis

ARR record: ARR-2026-7NPRNBW4488HG90K
Version: v1
Record type: research_paper
Protocol: ARR-VERIFY-1.0

The attached manifest records SHA-256 hashes for every published source file, the complete source bundle, and the canonical PDF when supplied.

ARR-2026-5QQF95VHTC9GABH8 v1

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@lluiseriksson lluiseriksson released this 30 Aug 19:53
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Sharp Onset and Unbounded Growth of Norm-Optimal Self-Commutator Rank

ARR record: ARR-2026-5QQF95VHTC9GABH8
Version: v1
Record type: research_paper
Protocol: ARR-VERIFY-1.0

The attached manifest records SHA-256 hashes for every published source file, the complete source bundle, and the canonical PDF when supplied.

ARR-2026-53CTRKDSP685PT51 v5

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The Schwarzian Bridge in a Single Sigmoid Neuron: Oracle Gram Resolution, Joint Spectral Lexicography, and Spherical Saturation Phases

ARR record: ARR-2026-53CTRKDSP685PT51
Version: v5
Record type: research_paper
Protocol: ARR-VERIFY-1.0

The attached manifest records SHA-256 hashes for every published source file, the complete source bundle, and the canonical PDF when supplied.