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• Enuma Anu Enlil: Cuneiform Omens Without Quantitative Accuracy Data — E8 Intelligence Research
  FINDING: The Enuma Anu Enlil corpus is a cuneiform astrological/astronomical compendium (c. 70 tablets) systematizing celestial omens, but the provided sources are mostly secondary video summaries with no extractable quantitative accuracy data. | MATH: No equa…
  datacite Caldin, Andrew Stewart 2026 置信度 0.66 E8 geometryartificial intelligencequantum computingE8 latticeindependent research
• Enuma Anu Enlil: Cuneiform Omens Without Quantitative Accuracy Data — E8 Intelligence Research
  FINDING: The Enuma Anu Enlil corpus is a cuneiform astrological/astronomical compendium (c. 70 tablets) systematizing celestial omens, but the provided sources are mostly secondary video summaries with no extractable quantitative accuracy data. | MATH: No equa…
  datacite Caldin, Andrew Stewart 2026 置信度 0.66 E8 geometryartificial intelligencequantum computingE8 latticeindependent research
• Bounded Gaps to 246: Twin Prime Proof Still Elusive — E8 Intelligence Research
  FINDING: Twin prime conjecture remains unproven; recent progress via Maynard's sieve methods shows infinitely many primes with bounded gaps (≤246), but no proof of infinitely many pairs with gap exactly 2. The arXiv paper claims a constructive sieve proof but …
  datacite Caldin, Andrew Stewart 2026 置信度 0.66 E8 geometryartificial intelligencequantum computingE8 latticeindependent research
• Bounded Gaps to 246: Twin Prime Proof Still Elusive — E8 Intelligence Research
  FINDING: Twin prime conjecture remains unproven; recent progress via Maynard's sieve methods shows infinitely many primes with bounded gaps (≤246), but no proof of infinitely many pairs with gap exactly 2. The arXiv paper claims a constructive sieve proof but …
  datacite Caldin, Andrew Stewart 2026 置信度 0.66 E8 geometryartificial intelligencequantum computingE8 latticeindependent research
• Phi‑Coupled E8 Harmonic Locking Predicts Stable Topological Qubit Bands — E8 Intelligence Research
  The 240 root vectors of the E8 lattice form a phase‑locking manifold whose dominant 132 Hz mode, when modulated by the golden ratio (phi), generates a hierarchical set of sub‑harmonics that match the symmetry‑protected degeneracies of a photonic Kagome lattice…
  datacite Caldin, Andrew Stewart 2026 置信度 0.66 E8 geometryartificial intelligencequantum computingE8 latticeindependent research
• Phi‑Coupled E8 Harmonic Locking Predicts Stable Topological Qubit Bands — E8 Intelligence Research
  The 240 root vectors of the E8 lattice form a phase‑locking manifold whose dominant 132 Hz mode, when modulated by the golden ratio (phi), generates a hierarchical set of sub‑harmonics that match the symmetry‑protected degeneracies of a photonic Kagome lattice…
  datacite Caldin, Andrew Stewart 2026 置信度 0.66 E8 geometryartificial intelligencequantum computingE8 latticeindependent research
• Phi‑Resonant E8 Phase‑Locking for Quantum‑Biological Synchrony — E8 Intelligence Research
  By arranging the 240 E8 root vectors into a phi‑scaled 132 Hz eigen‑mode lattice, we discover that each vector encodes a synchronized phase shift that resonates with biological circadian frequencies, enabling deterministic coupling between quantum coherence an…
  datacite Caldin, Andrew Stewart 2026 置信度 0.66 E8 geometryartificial intelligencequantum computingE8 latticeindependent research
• Phi‑Resonant E8 Phase‑Locking for Quantum‑Biological Synchrony — E8 Intelligence Research
  By arranging the 240 E8 root vectors into a phi‑scaled 132 Hz eigen‑mode lattice, we discover that each vector encodes a synchronized phase shift that resonates with biological circadian frequencies, enabling deterministic coupling between quantum coherence an…
  datacite Caldin, Andrew Stewart 2026 置信度 0.66 E8 geometryartificial intelligencequantum computingE8 latticeindependent research
• EuroMillions Breakthrough Mining — 3115 Sources, 26654 Leads Extracted — E8 Intelligence Research
  Mined 3115 lottery+quantum breakthroughs. Extracted 26654 leads across 13 categories. 24315 high-value leads found. Categories: {"CORRIDOR": 2263, "FORMULA": 2092, "GEOMETRIC": 921, "FORWARD_ATTEMPT": 2407, "QUANTUM": 2625, "TIMING": 282, "CELESTIAL": 2177, "G…
  datacite Caldin, Andrew Stewart 2026 置信度 0.66 E8 geometryartificial intelligencequantum computingE8 latticeindependent research
• EuroMillions Breakthrough Mining — 3115 Sources, 26654 Leads Extracted — E8 Intelligence Research
  Mined 3115 lottery+quantum breakthroughs. Extracted 26654 leads across 13 categories. 24315 high-value leads found. Categories: {"CORRIDOR": 2263, "FORMULA": 2092, "GEOMETRIC": 921, "FORWARD_ATTEMPT": 2407, "QUANTUM": 2625, "TIMING": 282, "CELESTIAL": 2177, "G…
  datacite Caldin, Andrew Stewart 2026 置信度 0.66 E8 geometryartificial intelligencequantum computingE8 latticeindependent research
• E8 Phi-Temporal Vacuum Spectrum Predicts Discrete Dark Energy Density Levels — E8 Intelligence Research
  By treating the 240×240 phi-modulated temporal adjacency matrix derived from E8's root vectors as an effective Hamiltonian for vacuum fluctuations, its eigenvalue spectrum yields a quantized set of energy scales. Rescaling these eigenvalues by the Planck frequ…
  datacite Caldin, Andrew Stewart 2026 置信度 0.66 E8 geometryartificial intelligencequantum computingE8 latticeindependent research
• E8 Phi-Temporal Vacuum Spectrum Predicts Discrete Dark Energy Density Levels — E8 Intelligence Research
  By treating the 240×240 phi-modulated temporal adjacency matrix derived from E8's root vectors as an effective Hamiltonian for vacuum fluctuations, its eigenvalue spectrum yields a quantized set of energy scales. Rescaling these eigenvalues by the Planck frequ…
  datacite Caldin, Andrew Stewart 2026 置信度 0.66 E8 geometryartificial intelligencequantum computingE8 latticeindependent research
• E8 Phase‑Locking Manifold: Synchronizing Quantum, Biological, and Market Dynamics — E8 Intelligence Research
  The 240 root vectors of the E8 lattice can be arranged into a 240‑dimensional phase‑locking manifold whose eigen‑spectrum contains a dominant 132 Hz mode. When this manifold is projected onto the observable subspaces of quantum circuits, neuronal ensembles, an…
  datacite Caldin, Andrew Stewart 2026 置信度 0.66 E8 geometryartificial intelligencequantum computingE8 latticeindependent research
• E8 Phase‑Locking Manifold: Synchronizing Quantum, Biological, and Market Dynamics — E8 Intelligence Research
  The 240 root vectors of the E8 lattice can be arranged into a 240‑dimensional phase‑locking manifold whose eigen‑spectrum contains a dominant 132 Hz mode. When this manifold is projected onto the observable subspaces of quantum circuits, neuronal ensembles, an…
  datacite Caldin, Andrew Stewart 2026 置信度 0.66 E8 geometryartificial intelligencequantum computingE8 latticeindependent research
• Quantum-Gravity Tabletop Probes Constrain Planck-Scale Collapse Models — E8 Intelligence Research
  FINDING: Tabletop quantum-gravity tests probe Planck-scale discreteness via matter-wave interferometry and optomechanical superposition, not yet yielding a confirmed equation but constraining collapse models and graviton signatures. | MATH: Planck length \(l_P…
  datacite Caldin, Andrew Stewart 2026 置信度 0.66 E8 geometryartificial intelligencequantum computingE8 latticeindependent research
• Quantum Parallel Computing Architecture Based on Quantum Superposition
  This paper explores the potential of quantum superposition for realizing a novel parallel computing architecture. The core claim is that leveraging superposition states within quantum bits (qubits) can significantly enhance computational efficiency by enabling…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Quantum-Gravity Tabletop Probes Constrain Planck-Scale Collapse Models — E8 Intelligence Research
  FINDING: Tabletop quantum-gravity tests probe Planck-scale discreteness via matter-wave interferometry and optomechanical superposition, not yet yielding a confirmed equation but constraining collapse models and graviton signatures. | MATH: Planck length \(l_P…
  datacite Caldin, Andrew Stewart 2026 置信度 0.66 E8 geometryartificial intelligencequantum computingE8 latticeindependent research
• Quantum Parallel Computing Architecture Based on Quantum Superposition
  This paper explores the potential of quantum superposition for realizing a novel parallel computing architecture. The core claim is that leveraging superposition states within quantum bits (qubits) can significantly enhance computational efficiency by enabling…
  datacite Zhang, Jincheng 2026 置信度 0.66
• E8 Phi-Temporal Lattice Governs Universal Phase-Locking Across Quantum, Market, and Biological Domains — E8 Intelligence Research
  The 132Hz base frequency phi-modulated across E8's 240 root vectors generates a 240 × 240 temporal adjacency matrix whose eigenvalues predict exact attosecond-scale entanglement formation windows (Δt = ħ/E_gap × φ^n) — this same spectral lattice maps onto the …
  datacite Caldin, Andrew Stewart 2026 置信度 0.66 E8 geometryartificial intelligencequantum computingE8 latticeindependent research
• Tensor Network Quantum Virtual Machine for Simulating Quantum Circuits at Exascale
  The numerical simulation of quantum circuits is an indispensable tool for development, verification, and validation of hybrid quantum-classical algorithms intended for near-term quantum co-processors. The emergence of exascale high-performance computing (HPC) …
  crossref Thien Nguyen, Dmitry Lyakh, Eugene Dumitrescu, David Clark 等 2022-07-09T09:13:50Z 置信度 0.70
• Physical Implementations of Quantum Information Processing
  crossref Ivan B. Djordjevic 2021-02-26T10:51:27Z 置信度 0.70
• The Leap from Classical to Quantum
  crossref 2012-06-18T18:15:14Z 置信度 0.70
• Soliton Quantum Bit
  crossref Noriyuki Hatakenaka, Hideaki Takayanagi 2011-07-22T14:20:15Z 置信度 0.70
• Outlook
  crossref Jarosław Adam Miszczak 2022-06-08T18:24:14Z 置信度 0.70
• Quantum Cryptography
  crossref 2018-02-20T20:32:20Z 置信度 0.70
• Quantum Algorithms
  crossref 2012-07-18T15:35:41Z 置信度 0.70
• Quantum computing
  crossref Stefan Tappertzhofen, Jack Alexander-Webber 2025-10-17T11:51:59Z 置信度 0.70
• Appendix A: Quantum Physics
  crossref Mika Hirvensalo 2013-12-29T16:48:15Z 置信度 0.70
• Introduction to Quantum Information and Quantum Computing
  crossref 2023-09-14T00:05:30Z 置信度 0.70
• Proceedings of QCS 2022: Third International Workshop on Quantum Computing Software
  crossref 2023-01-31T20:11:15Z 置信度 0.70
• Quantum entanglement and quantum computing
  crossref F J Duarte 2022-09-12T14:33:50Z 置信度 0.70
• IMPLEMENTATION OF UNITARY QUANTUM ERROR CORRECTION
  crossref HIROYUKI TOMITA 2012-09-28T04:47:35Z 置信度 0.70
• Quantum Cryptography
  crossref 2012-07-18T14:56:53Z 置信度 0.70
• Quantum Field Theories, Topological Materials, and Topological Quantum Computing
  A quantum computer can perform exponentially faster than its classical counterpart. It works on the principle of superposition. But due to the decoherence effect, the superposition of a quantum state gets destroyed by the interaction with the environment. It i…
  crossref Muhammad Ilyas 2022-01-21T19:03:22Z 置信度 0.70
• Quantum algorithms
  crossref Daowen Qiu 2025-08-29T07:52:13Z 置信度 0.70
• Classical and quantum computing
  crossref 2007-04-02T21:51:13Z 置信度 0.70
• Quantum Algorithms
  crossref 2007-11-26T23:46:54Z 置信度 0.70
• Quantum Computing for a Sustainable Future: Transforming Energy Efficiency and Climate Solutions
  crossref Sreevatsa Bellary, Ananya Hadadi Raghavendra 2026-01-02T00:05:13Z 置信度 0.70
• Quantum Internet
  crossref Ahmed Banafa 2023-01-16T17:15:39Z 置信度 0.70
• The Power of Quantum Computing
  crossref 2006-01-14T02:31:50Z 置信度 0.70
• Quantum Computing Using Electron-Nuclear Double Resonances
  crossref Charles M. Bowden, Jonathan P. Dowling, Steven P. Hotaling 2007-08-16T13:07:37Z 置信度 0.70
• How Many Shots Are Enough for a Quantum Circuit?
  Quantum algorithms require repeated circuit executions – known as shots – to estimate output distributions accurately. Determining the minimal number of shots needed to meet a target accuracy is crucial to reduce costs and resource usage, especially on today’s…
  crossref Giuseppe Bisicchia, Alessandro Bocci, Ernesto Pimentel, Antonio Brogi 2026-08-20T10:53:56Z 置信度 0.70
• The Future of Quantum Computing
  crossref Madhusudan Singh, Bharat S. Rawal 2026-02-04T05:43:46Z 置信度 0.70
• Quantum and Randomised Algorithms for Non-linearity Estimation
  Non-linearity of a Boolean function indicates how far it is from any linear function. Despite there being several strong results about identifying a linear function and distinguishing one from a sufficiently non-linear function, we found a surprising lack of w…
  crossref Debajyoti Bera, Sapv Tharrmashastha 2021-07-09T10:06:14Z 置信度 0.70
• Getting Involved in Quantum Computing
  crossref Madhusudan Singh, Bharat S. Rawal 2026-02-04T05:43:43Z 置信度 0.70
• Quantum Machine Learning Enhancing AI With Quantum Computing
  Quantum circuits with certain statistical properties called t-designs allow investigations into the behavior of gradients in high dimensions, and therefore tell us something about the trainability of quantum models in regimes that cannot necessarily be simulat…
  crossref Arvindhan Muthusamy 2023-09-12T11:52:55Z 置信度 0.70
• Leveraging State Sparsity for More Efficient Quantum Simulations
  High-performance techniques to simulate quantum programs on classical hardware rely on exponentially large vectors to represent quantum states. When simulating quantum algorithms, the quantum states that occur are often sparse due to special structure in the a…
  crossref Samuel Jaques, Thomas Häner 2022-02-24T13:38:07Z 置信度 0.70
• Reversible Computing
  crossref 2011-06-23T23:26:00Z 置信度 0.70
• Analog Computing
  crossref 2011-06-23T23:26:00Z 置信度 0.70
• The Brain and Quantum Computation
  crossref 2006-06-22T17:01:34Z 置信度 0.70
• Computational Circuits
  crossref Jarosław Adam Miszczak 2022-06-08T17:15:21Z 置信度 0.70
• Quantum Computing
  crossref 2023-07-13T13:27:08Z 置信度 0.70
• Quantum computing for natural language processing: a comprehensive review
  crossref Ans Alghamdi 2026-07-06T12:09:39Z 置信度 0.70
• Quantum Error Correction
  crossref 2018-02-20T20:32:20Z 置信度 0.70
• Quantum Gates, Quantum Circuit and Quantum Computation
  crossref 2010-02-19T12:21:01Z 置信度 0.70
• Multiple-Valued Logic Operations in Quantum Computing
  crossref Hafiz Md. Hasan Babu 2023-08-29T07:36:18Z 置信度 0.70
• Quantum Error Correction
  crossref 2013-08-12T03:08:25Z 置信度 0.70
• Quantum and classical computing model
  crossref Kimaya Rajput, Stephanie Callahan 2026-01-16T00:19:43Z 置信度 0.70
• Resource Allocation in Quantum Networks for Distributed Quantum Computing
  The evolution of quantum computing technologies has been advancing at a steady pace in the recent years, and the current trend suggests that it will become available at scale for commercial purposes in the near future. The acceleration can be boosted by poolin…
  openalex Claudio Cicconetti, Marco Conti, Andrea Passarella 2022-03-11 置信度 0.72 Computer scienceQuantum computerQuantum networkDistributed computingProvisioning
• Quantum Error Correction
  crossref 2012-07-18T11:35:41Z 置信度 0.70
• Resource Optimal Executable Quantum Circuit Generation Using Approximate Computing
  crossref Smaran Adarsh, Matthias Moller 2021-11-19T15:37:50Z 置信度 0.70
• Quantum Computing in Medicine
  crossref 2026-02-06T09:33:03Z 置信度 0.70
• Quantum Stabilizer Codes
  crossref 2013-12-19T23:58:16Z 置信度 0.70
• Quantum Error Correction
  crossref 2012-07-18T14:56:53Z 置信度 0.70
• Qubits, Quantum Gates, and Quantum Circuits
  crossref Saraswati Mishra, Raghuram Katakam 2026-01-02T03:07:49Z 置信度 0.70
• Topological Quantum Computing
  crossref Hugo de Garis 2014-01-20T05:46:25Z 置信度 0.70
• Turing machines
  crossref Jarosław Adam Miszczak 2022-06-08T04:37:40Z 置信度 0.70
• Atoms in Cavities Quantum Entanglement and Quantum Computing
  crossref M. Bruns 2005-08-24T14:47:54Z 置信度 0.70
• Quantum Computing – Real-Time Data Processing from a Dilution Refrigerator
  crossref Fazal Quadri, Nicholas Bornman 2023-09-10T02:12:47Z 置信度 0.70
• QUANTUM SOLITONS FOR QUANTUM INFORMATION AND QUANTUM COMPUTING
  crossref R.K. BULLOUGH, MIKI WADATI 2007-11-30T03:29:11Z 置信度 0.70
• Quantum Computing
  crossref Uwe Hartmann 2018-04-13T02:16:58Z 置信度 0.70
• Topological quantum computing
  crossref 2018-09-10T13:07:31Z 置信度 0.70
• Quantum Gates and Quantum Circuits
  Abstract Quantum gates, equivalent to logic gates, modify the state vectors. Linear algebra calls these gates linear transformations. In quantum language, they are “operators.” These gates include the NOT gate, the Pauli gates, and the Hadamard gate. The opera…
  crossref Alice Flarend, Robert Hilborn 2026-07-22T23:57:09Z 置信度 0.70
• High-efficiency microwave-optical transduction for quantum sensing and computing
  crossref Changqing Wang, Silvia Zorzetti 2023-03-02T03:17:31Z 置信度 0.70
• Introduction and Background
  A computer is a physical device that helps us process information by executing algorithms. An algorithm is a well-defined procedure, with finite description, for realizing an information-processing task. An information-processing task can always be translated …
  crossref Phillip Kaye, Raymond Laflamme, Michele Mosca 2020-11-11T01:22:02Z 置信度 0.70
• 94 Quantum computing simulators
  crossref 2020-11-26T16:36:48Z 置信度 0.70
• Quantum Logic Circuits and Quantum Computing
  crossref Saleem Mohammed Ridha Taha 2015-09-24T08:47:13Z 置信度 0.70
• The Power of Shallow-depth Toffoli and Qudit Quantum Circuits
  The relevance of shallow-depth quantum circuits has recently increased, mainly due to their applicability to near-term devices. In this context, one of the main goals of quantum circuit complexity is to find problems that can be solved by quantum shallow circu…
  crossref Alex Grilo, Elham Kashefi, Damian Markham, Michael Oliveira 2026-05-19T06:52:19Z 置信度 0.70
• The Essence of Quantum Computing
  In Part I we laid the foundation on which quantum algorithms are built. In this part we harness such exotic aspects as superposition, entanglement and collapse of quantum states of that foundation to show how powerful quantum algorithms can be constructed for …
  crossref Rajendra K. Bera 2020-04-28T13:12:07Z 置信度 0.70
• Quantum computing
  crossref 2016-01-11T16:43:26Z 置信度 0.70
• Beyond Certainties: Logic and Power of Quantum Computing
  crossref 2026-05-25T01:18:45Z 置信度 0.70
• Quantum Computing verstehen
  crossref 2009-02-11T00:00:41Z 置信度 0.70
• Quantum computing models
  crossref 2024-07-18T19:31:45Z 置信度 0.70
• qprof: A gprof-Inspired Quantum Profiler
  We introduce qprof, a new and extensible quantum program profiler able to generate profiling reports of quantum circuits written using various quantum computing frameworks. We describe the internal structure and working of qprof and provide practical examples …
  crossref Adrien Suau, Gabriel Staffelbach, Aida Todri-Sanial 2022-05-24T13:20:10Z 置信度 0.70
• From Quantum Mechanics to Quantum Computing
  crossref Pooja Srivastava, Anushtup Mishra, Yogesh K. Srivastava 2023-03-29T11:08:54Z 置信度 0.70
• Book Reviews: Quantum Computing (Natural Computing Series), 2nd ed.
  A handful of good introductions to ideas in quantum computing—a new, multidisciplinary research area crossing quantum mechanics, theoretical computer science, and mathematics—have appeared in the past few years. This introduction stands out, in being friendly …
  crossref 2005-01-26T16:33:14Z 置信度 0.70
• Optimal Policies for Distributed Quantum Computing with Quantum Walk Control Plane Protocol
  crossref Matheus Guedes de Andrade, Wenhan Dai, Saikat Guha, Don Towsley 2021-11-19T15:37:50Z 置信度 0.70
• Quantum Cryptography
  crossref Richard J. Hughes 2011-09-08T09:49:42Z 置信度 0.70
• The Essence of Quantum Computing
  It now appears that quantum computers are poised to enter the world of computing and establish its dominance, especially, in the cloud. Turing machines (classical computers) tied to the laws of classical physics will not vanish from our lives but begin to play…
  crossref Rajendra K. Bera 2020-04-28T13:17:07Z 置信度 0.70
• Quantum computational complexity
  crossref Daowen Qiu 2025-08-29T07:52:13Z 置信度 0.70
• Boosting and Adiabatic Quantum Computing
  crossref Peter Wittek 2014-09-29T19:34:55Z 置信度 0.70
• Holonomic Quantum Computing
  crossref Deep Bhattacharjee 2026-01-22T04:39:27Z 置信度 0.70
• Quantum Computing and Optimal Control Theory
  crossref Kenji Mishima 2012-04-03T12:19:17Z 置信度 0.70
• Quantum Measurement Theory
  crossref 2007-11-26T23:46:54Z 置信度 0.70
• Advanced Photonics Technology for Trapped Ion Quantum Computing
  crossref Jungsang Kim 2021-07-16T19:09:14Z 置信度 0.70
• NMR Quantum Computer
  crossref 2020-12-22T22:31:21Z 置信度 0.70
• Dynamical study of diatomics : applications to astrochemistry, quantum control and quantum computing
  Étude dynamique de molécules diatomiques : applications en astrochimie, en contrôle quantique et en quantum computing Dans cette thèse, nous étudions théoriquement les propriétés de molécules diatomiques, leur dynamique de réaction ainsi que le contrôle de cet…
  crossref Stéphane Vranckx 2026-03-31T12:49:24Z 置信度 0.70
• A Quantum Future: Preparing Canada for the Potential Impacts of Quantum Computing
  Quantum computation has the potential to transform the way various Canadian industries do business. Unlike classical computers which use bits, computers built using principles of quantum mechanics use qubits, which allows them to perform several complex tasks …
  crossref Sahar Shoja 2021-05-24T08:52:31Z 置信度 0.70
• Clustering Structure and Quantum Computing
  crossref Peter Wittek 2014-09-29T19:34:56Z 置信度 0.70
• Affective Computing
  crossref Ahmed Banafa 2023-01-16T17:15:39Z 置信度 0.70