[{"id":"APP-260923-0000","repo_url":"https://github.com/shoaibphysics/blast-freezing-black-hole","versions":[{"v":1,"tag":"v1.0.0","commit":"d0b7c321de223dbc492407d1f368c60d6e38585b","app_publication_id":"app-v1:sha256:f6f3fbd70556b125a03fedff507609438971640271ed8f9e2119f2b616049d74","release_url":"https://github.com/shoaibphysics/blast-freezing-black-hole/releases/tag/v1.0.0","listed_at":"2026-09-23","title":"Blast freezing a black hole","authors":[{"name":"Shoaib Akhtar","affiliation":"Leinweber Institute for Theoretical Physics, Stanford University"},{"name":"Xiao-Liang Qi","affiliation":"Leinweber Institute for Theoretical Physics, Stanford University; OpenAI"}],"domain":"high-energy-theory","tags":["black-hole-evaporation","SYK","bulk-reconstruction","quantum-information"],"paper_summary":"The paper introduces a solvable evaporation model built from coupled SYK systems:\nan initially two-sided black hole is coupled at a finite time to a larger, colder\nbath. In an appropriate large-N and large-p limit, two-point functions and certain\nfour-point probes admit analytic treatment. Boundary correlators determine a\ngeneralized HKLL reconstruction of the emergent bulk geometry.\n\nOperator size and Rényi-2 mutual information track an infalling excitation.\nSecond Rényi entropy tracks entanglement between the evaporating eta system\nand the chi bath, including its oscillatory evolution.\nThe paper argues that information inaccessible to simple probes after blast\nfreezing is preserved in nonlocal many-body degrees of freedom. Its analytic\nlimits, finite-p numerical evidence, and qualitative geometry interpretations\nmust be distinguished when explaining the result."},{"v":2,"tag":"v1.0.1","commit":"5c56576721283cdf6306d8eab3547695eea29b89","app_publication_id":"app-v1:sha256:3bb9a9167e4b09c11cc9bfcd1aca46a6b201840780d99357d93b04c154cf178f","release_url":"https://github.com/shoaibphysics/blast-freezing-black-hole/releases/tag/v1.0.1","listed_at":"2026-09-23","title":"Blast freezing a black hole","authors":[{"name":"Shoaib Akhtar","affiliation":"Leinweber Institute for Theoretical Physics, Stanford University"},{"name":"Xiao-Liang Qi","affiliation":"Leinweber Institute for Theoretical Physics, Stanford University; OpenAI"}],"domain":"high-energy-theory","tags":["black-hole-evaporation","SYK","bulk-reconstruction","quantum-information"],"paper_summary":"The paper introduces a solvable evaporation model built from coupled SYK systems:\nan initially two-sided black hole is coupled at a finite time to a larger, colder\nbath. In an appropriate large-N and large-p limit, two-point functions and certain\nfour-point probes admit analytic treatment. Boundary correlators determine a\ngeneralized HKLL reconstruction of the emergent bulk geometry.\n\nOperator size and Rényi-2 mutual information track an infalling excitation.\nSecond Rényi entropy tracks entanglement between the evaporating eta system\nand the chi bath, including its oscillatory evolution.\nThe paper argues that information inaccessible to simple probes after blast\nfreezing is preserved in nonlocal many-body degrees of freedom. Its analytic\nlimits, finite-p numerical evidence, and qualitative geometry interpretations\nmust be distinguished when explaining the result."}]},{"id":"APP-260814-0000","repo_url":"https://github.com/lccqqqqq/sae-feature-nonlocality","versions":[{"v":1,"tag":"v1.0.0","commit":"01b5e62080e4f2e0bb522c1ebd8bd0c2d45df106","app_publication_id":"app-v1:sha256:e4d1298d35df9ec4064e7d22442a978e4b98647496b5a2dca6f386fbb82d9e06","release_url":"https://github.com/lccqqqqq/sae-feature-nonlocality/releases/tag/v1.0.0","listed_at":"2026-08-14","title":"Measuring Semantic Abstractness of SAE Features via Nonlocality","authors":[{"name":"Chuqiao Lin","affiliation":"Rudolf Peierls Centre for Theoretical Physics, University of Oxford"},{"name":"Shivaji L. Sondhi","affiliation":"Rudolf Peierls Centre for Theoretical Physics, University of Oxford"},{"name":"Xiao-Liang Qi","affiliation":"Leinweber Institute for Theoretical Physics, Stanford University"}],"domain":"mechanistic-interpretability","tags":["sparse-autoencoders","feature-abstractness","nonlocality","steering","jailbreak-audit"],"paper_summary":"Sparse autoencoders (SAEs) decompose language-model activations into features, but knowing *what* a feature responds to (its description) does not settle *at what level of abstraction* it operates — a token-matching feature and a genuinely contextual one can carry similar descriptions. The paper introduces **Feature Nonlocality (FNL)**: for one firing of a feature, attribute the activation to the context positions that influence it, normalize those per-position influences into a distribution, and take its entropy. A feature driven by a single token has near-zero FNL; a feature integrating a whole passage has high FNL. The paper shows FNL behaves as an abstractness measure should — it rises with network depth, is stable across text corpora once a reliability ceiling is accounted for, separates contextual from token-driven features, and predicts robustness of activation under meaning-preserving paraphrase — and then uses it in two applications: auditing a published SAE-based jailbreak mitigation (finding its features are mostly positional artifacts, not detectors of harmful intent) and selecting features for steering (steering high-FNL features improves benchmark accuracy where steering low-FNL ones does not, though gains are model-specific)."}]},{"id":"APP-260807-0000","repo_url":"https://github.com/valbert4/two-fold-transversal","versions":[{"v":1,"tag":"v1.0.0-arxiv","commit":"813862cd0a990ddb6b2ef9eff3126551d892f2b1","app_publication_id":"app-v1:sha256:c13dc3d9a64e870ea0e7cca44535c72df3517dd1a08139d41e575d51a5159f61","release_url":"https://github.com/valbert4/two-fold-transversal/releases/tag/v1.0.0-arxiv","listed_at":"2026-08-07","title":"Beyond transversality: structure of Clifford circuits for CSS codes","authors":[{"name":"Victor V. Albert","affiliation":"Joint Center for Quantum Information and Computer Science, NIST/University of Maryland"}],"domain":"quantum-information","arxiv_id":"2608.05688","tags":["CSS codes","Clifford circuits","transversal gates","logical gates","QLDPC codes","fault tolerance"],"paper_summary":"The paper proves structure theorems for four nested groups of Clifford circuits\nthat preserve a CSS code, each relevant to fault-tolerant logical operations.\nEvery code-preserving Clifford circuit is a product of Z-diagonal circuits\n(S and CZ gates) and their X-basis analogues. Every element of the two-fold\ntransversal group — generated by depth-one circuits of one- and two-qubit gates —\nfactors into layers that are Z-diagonal, X-diagonal, or CNOT; consequently every\ntransversal gate is a product of three transversal diagonal circuits (two, for\nconnected non-self-dual codes). Every code-preserving automorphism circuit has a\nnormal form: a Hadamard layer, a permutation, and two diagonal circuits. A\nfurther two-fold automorphism group, allowing a compensating qubit permutation,\ncan realize strictly more logical gates than the two-fold transversal group.\n\nAs an application, the paper surveys 136 CSS codes with explicit certified\ngenerator data: 78 codes whose two-fold transversal circuits generate the full\nlogical Clifford group (at distances up to 12), 58 mostly-QLDPC codes with\nexactly computed logical images (e.g., ≥460,800 for the gross code), and three\nnew code families — bipartite grids, cut-complements, and quadrics — many of\nwhose members realize the full logical Clifford group this way."}]},{"id":"APP-260804-0000","repo_url":"https://github.com/lcxlight/lk-anomalous-landau-levels","versions":[{"v":1,"tag":"v1.0.0","commit":"c3583a4ae414636cffa2d9e33546d5bc495ab095","app_publication_id":"app-v1:sha256:f3f5117c6953a6b7f9c392e9ebcf4be3540d532825632d7cd661069da8a7ba7f","release_url":"https://github.com/lcxlight/lk-anomalous-landau-levels/releases/tag/v1.0.0","listed_at":"2026-08-04","title":"Lifshitz--Kosevich Theory of Anomalous Landau Levels in Topological Flat Bands","authors":[{"name":"Chao-Xing Liu","affiliation":"Department of Physics, The Pennsylvania State University; Center for Theory of Emergent Quantum Matter, The Pennsylvania State University"}],"domain":"condensed-matter physics","tags":["topological flat bands","Landau levels","quantum oscillations","Lifshitz-Kosevich theory","quantum geometry","moire materials"],"paper_summary":"This paper develops a Lifshitz--Kosevich description for quantum oscillations arising from anomalous Landau levels of topological flat bands. In contrast with ordinary dispersive bands, where the LK thermal damping scale is controlled by the cyclotron energy, the anomalous flat-band oscillations are controlled by the local Landau-level spacing at the chemical potential.\n\nUsing a minimal exactly flat topological-band model, the paper compares fixed-density magnetization oscillations in normal and anomalous regimes. The anomalous oscillations have finite but much larger and field-dependent LK effective masses. In the weak-field limit, the anomalous effective mass scales inversely with magnetic field and with the trace of the quantum metric, making thermal damping of flat-band quantum oscillations a probe of quantum geometry."}]},{"id":"APP-260617-0001","repo_url":"https://github.com/AbhinavaPSU/Nonreciprocal-axion-polaritons","versions":[{"v":1,"tag":"v1.0.0","commit":"5c1610a0e02629075bb77733cf04e93a09cfd49d","app_publication_id":"app-v1:sha256:5b4cda81f6356ee3c042de6ba0d6ba84bb55dbe9b52d7d31909d3f8142a18234","release_url":"https://github.com/AbhinavaPSU/Nonreciprocal-axion-polaritons/releases/tag/v1.0.0","listed_at":"2026-06-17","title":"Perfect Nonreciprocal Axion-polaritons","authors":[{"name":"Abhinava Chatterjee","affiliation":"Department of Physics, The Pennsylvania State University"},{"name":"Chao-Xing Liu","affiliation":"Department of Physics, The Pennsylvania State University"}],"domain":"condensed-matter-physics","arxiv_id":"2606.04341","tags":["axion-polaritons","nonreciprocity","optical-isolator","topological-materials","axion-electrodynamics","magnon-polaritons"],"paper_summary":"Under appropriate static electric (E₀ ‖ ŷ) and magnetic (B₀ ‖ ẑ) fields applied simultaneously to a dynamical axion insulator, axion-polaritons — hybrid axion-photon collective modes — acquire a nonreciprocal dispersion ω(k) ≠ ω(−k). This arises because the axion-photon coupling is direction-dependent: photons propagating in opposite directions hybridize with the axion with different strengths (g₊ ≠ g₋). Neither field alone is sufficient; the simultaneous breaking of inversion symmetry (by E₀) and time-reversal symmetry (by B₀) produces the term 2𝓔𝓑kω in the quartic dispersion (Eq. 4) that is the microscopic origin of nonreciprocity.\n\nThe paper identifies a special regime of *perfect nonreciprocity* when E₀ = c′B₀: here ω = c′k is an exact solution of the quartic, meaning the right-moving photon is completely decoupled from the axion source while the counter-propagating photon hybridizes strongly — a one-way coupling with no analogue in prior axion-polariton work. This direction-dependent coupling manifests directly as an optical isolator: a finite slab transmits light left-to-right with high efficiency while right-to-left transmission is exponentially suppressed near the axion resonance. The results propose nonreciprocal axion-polaritons as a new experimental probe of axion quasiparticles, with material parameters motivated by GHz-frequency magnon measurements in MnBi₂Te₄."}]},{"id":"APP-260617-0000","repo_url":"https://github.com/XiaoliangQi/agentic-publication-protocol-dev.app","versions":[{"v":1,"tag":"v1.0.0","commit":"b95d4a8a4a077226b51f252ac84b526b2bcc1a5f","app_publication_id":"app-v1:sha256:6f50adff8738531cbaae9ebe657d8f763dabc3adbbf9b65e47b82bcd84d7834e","release_url":"https://github.com/XiaoliangQi/agentic-publication-protocol-dev.app/releases/tag/v1.0.0","listed_at":"2026-06-17","title":"Agentic Publication Protocol: An Attempt to Modernize Scientific Publication","authors":[{"name":"Sirui Lu","affiliation":"Max-Planck-Institut fuer Quantenoptik; Munich Center for Quantum Science and Technology"},{"name":"Xiao-Liang Qi","affiliation":"Leinweber Institute for Theoretical Physics, Stanford University"}],"domain":"scientific-publication","tags":["agentic-publication-protocol","scientific-publication","reproducibility","paper-agents"],"paper_summary":"Rather than publishing only a static paper, APP proposes a more reproducible,\ninformative, and interactive publication format. An APP publication is an\norganized bundle of the research work: paper, code, data, environment\ninformation, and related context, together with an `AGENTS.md` instruction file\nthat lets future readers interact with a faithful paper agent.\n\nThe goal is for scientific publications to carry not only knowledge, but also\nknow-how: the practical understanding needed to interpret, reproduce, and build\non the work, which has traditionally been difficult to transfer faithfully. The\npaper defines the protocol, describes agent skills for preparing APP\npublications, and reports a small `compare-app` evaluation in which APP paper\nagents show stronger grounding and honesty than a general repository-aware agent."}]}]