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• Topological Quantum Computing Based Adaptive Error-Correcting Code Generation
  This paper explores a novel approach to error correction in topological quantum computing (TQC) leveraging its inherent fault-tolerance. The core idea centers on dynamically adapting the parameters of error-correcting codes based on real-time monitoring of err…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Quantum Topological Error Correction
  Quantum Topological Error Correction (Q-TEC) represents a paradigm shift in quantum information security, offering a promising avenue for enhancing the robustness of quantum systems against errors. Traditional quantum error correction relies heavily on classic…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Quantum Topological Error Correction
  Quantum Topological Error Correction (Q-TEC) represents a paradigm shift in quantum information security, offering a promising avenue for enhancing the robustness of quantum systems against errors. Traditional quantum error correction relies heavily on classic…
  datacite Zhang, Jincheng 2026 置信度 0.66
• 基于自适应量子纠错的混沌预测
  This paper investigates the application of a novel approach to chaos prediction – a robust and adaptive quantum error correction system – to enhance the accuracy of chaotic system forecasts. Traditional chaos prediction methods often rely on static models, fai…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Quantum Information: Entanglement, Purification, Error Correction, and Quantum Optical Implementations
  crossref Juan Ignacio Cirac 2007-07-16T16:17:19Z 置信度 0.70
• QUANTUM ERROR CORRECTION AND FAULT-TOLERANT QUANTUM COMPUTING
  crossref FRANK GAITAN, RAN LI 2010-03-24T04:32:17Z 置信度 0.70
• Quantum error correction with gauge symmetries
  Abstract Quantum simulations of lattice gauge theories (LGTs) are often formulated on an enlarged Hilbert space containing both physical and unphysical sectors in order to retain a local Hamiltonian. We provide simple fault-tolerant procedures that exploit suc…
  crossref Abhishek Rajput, Alessandro Roggero, Nathan Wiebe 2023-04-25T07:16:07Z 置信度 0.70
• Quantum Error Correction
  crossref 2011-06-24T22:48:56Z 置信度 0.70
• Quantum constraints on quantum error correction with laser pulses
  crossref Julio Gea-Banacloche 2014-10-14T18:47:20Z 置信度 0.70
• Commutative algebra and coding theory, with applications to quantum error-correction
  crossref Rodrigo San José Rubio 2024-12-12T21:27:38Z 置信度 0.70
• Real-Time Error Correction for Quantum Computing
  crossref Philip Ball 2022-03-04T17:37:10Z 置信度 0.70
• Combinatorial approaches to dynamical decoupling
  crossref Martin Rötteler, Pawel Wocjan 2013-09-05T05:03:20Z 置信度 0.70
• Bulk/boundary duality, quantum error correction and measurement problem
  This paper is no longer maintained, succeeded by a new paper that combines ideas from multiple works. Please refer to the new paper.
  crossref William Icefield 2020-03-16T01:18:32Z 置信度 0.70
• Molecular Nanomagnets as Qubits with Embedded Quantum-Error Correction
  crossref 2020-09-29T15:30:35Z 置信度 0.70
• Quantum error correction near the coding theoretical bound
  Abstract Recent progress in quantum computing has enabled systems with tens of reliable logical qubits, built from thousands of noisy physical qubits 1 . However, many impactful applications demand quantum computations with millions of logical qubits 2 , neces…
  crossref Daiki Komoto, Kenta Kasai 2025-09-30T08:36:00Z 置信度 0.70
• Quantum Error Correction: A Review of Foundational Principles and Recent Developments
  Quantum computing has demonstrated the potential to transform our world, with applications ranging from drug discovery to logistics. One of the largest problems standing in the way of practical quantum computers is the fragility of the quantum states that powe…
  crossref Oğuz Kaan Üstün 2025-12-23T22:05:47Z 置信度 0.70
• Fault-Tolerant Quantum Error Correction without Measurements
  crossref Charles Day 2024-05-01T15:36:15Z 置信度 0.70
• Rigorous measurement error correction
  Abstract We review an experimental technique used to correct state preparation and measurement errors on gate-based quantum computers, and discuss its rigorous justification. Within a specific biased quantum measurement model, we prove that nonideal measuremen…
  crossref Michael R Geller 2020-06-09T10:14:06Z 置信度 0.70
• Thermodynamics of quantum error correction : The entropy production of a measurement-free fault-tolerant bit-flip quantum memory.
  Thermodynamique de la correction d'erreur quantique : La production d'entropie d'une mémoire quantique bit-flip tolérante aux pannes et sans mesures Le but de la correction d’erreurs quantiques (QEC) est de contrebalancer la décohérence des qubits, qui provien…
  crossref Elisa Bossard 2026-06-19T10:28:11Z 置信度 0.70
• Classical and Quantum Error-Correction Coding in Genetics
  crossref Ivan B. Djordjevic 2015-10-05T08:56:11Z 置信度 0.70
• Flag fault-tolerant error correction with arbitrary distance codes
  In this paper we introduce a general fault-tolerant quantum error correction protocol using flag circuits for measuring stabilizers of arbitrary distance codes. In addition to extending flag error correction beyond distance-three codes for the first time, our …
  crossref Christopher Chamberland, Michael E. Beverland 2018-02-08T13:30:32Z 置信度 0.70
• Quantum Error Correction for Quantum Satellite-Based Networks
  crossref András Mihály, Laszlo Bacsardi 2025-01-31T21:06:56Z 置信度 0.70
• Introduction to decoherence and noise in open quantum systems
  crossref Daniel A. Lidar, Todd A. Brun 2013-09-05T05:03:20Z 置信度 0.70
• Correction to: Quantum error-correcting codes from the quantum construction X
  crossref Peng Hu, Xiusheng Liu 2024-10-03T04:01:58Z 置信度 0.70
• Error Correction
  Abstract Digital communication, both classical and quantum, requires a method to detect and correct errors. The classical error correction technique of adding ancillary bits is handled first in this chapter, followed by an analogous method for quantum systems.…
  crossref Alice Flarend, Robert Hilborn 2026-07-22T23:57:09Z 置信度 0.70
• Quantum Error Correction and Its Application
  crossref Masahito Hayashi 2016-10-31T10:01:11Z 置信度 0.70
• Quantum Error Correction
  crossref 2022-04-15T21:52:57Z 置信度 0.70
• Refining quantum fidelity: approaches in quantum error correction
  crossref Vikram Singh Thakur, Atul Kumar, Kapal Dev 2025-06-23T01:44:43Z 置信度 0.70
• The Self-Adaptive Quantum Algorithm: A Framework for Autonomous Error Correction and Structural Awareness in Quantum Systems
  crossref Lefliti Mohamed 2025-08-07T17:14:49Z 置信度 0.70
• Quantum Topological Error Correction Codes: The Classical‐to‐quantum Isomorphism Perspective
  crossref 2026-01-02T07:50:51Z 置信度 0.70
• QUANTUM COMPUTERS, ERROR-CORRECTION AND NETWORKING: QUANTUM OPTICAL APPROACHES
  crossref THOMAS PELLIZZARI 2010-04-21T08:04:10Z 置信度 0.70
• Benchmarking near-term devices with quantum error correction
  Abstract Now that ever more sophisticated devices for quantum computing are being developed, we require ever more sophisticated benchmarks. This includes a need to determine how well these devices support the techniques required for quantum error correction. I…
  crossref James R Wootton 2020-06-26T16:27:09Z 置信度 0.70
• Primarch R3 Self-Correction Axiom: Achieving 1:1 Physical-to-Logical Qubit Ratio Through Deterministic Error Syndrome Flow Concatenated Purification of Error Syndromes as Deterministic Logic Gates: Dissolving the Stochastic Assumption in Quantum Error Correction
  <div> <span>Conventional quantum error correction (QEC) operates under a foundational assumption that has never been dissolved to bedrock: that error syndromes are stochastic noise requiring probabilistic sampling and massive physical-to-logical qu…
  crossref Michael Aaron Russell 2026-05-11T15:01:30Z 置信度 0.70
• Quantum error correction of time-frequency single photon states
  crossref Nicolas Fabre 2024-06-10T16:36:13Z 置信度 0.70
• Preface
  crossref 2012-06-19T17:11:45Z 置信度 0.70
• Causes of bit error and error correction for quantum key distribution protocols
  crossref Rushui Fang, Vladimir Nikulin 2019-09-03T16:07:00Z 置信度 0.70
• High-order dynamical decoupling
  crossref Zhen-Yu Wang, Ren-Bao Liu 2013-09-05T05:03:20Z 置信度 0.70
• Quantum Error Correction
  crossref Martin Rötteler 2008-06-26T18:30:59Z 置信度 0.70
• Error Correction
  crossref Wolfgang Scherer 2019-11-13T01:02:55Z 置信度 0.70
• Error correction
  crossref 2012-06-18T17:59:28Z 置信度 0.70
• Backlog Metastability in Windowed Quantum Error Correction Decoding
  Real-time quantum error correction requires a classical decoder to consume syndrome measurements at the rate the quantum hardware produces them, roughly one round per microsecond on superconducting devices. The standard stability requirement is a utilization c…
  europepmc Jean-Jacques Dubray 2026 置信度 0.80
• References
  crossref 2012-06-19T17:11:45Z 置信度 0.70
• Error Correction in Dynamical Codes
  We ask what is the general framework for a quantum error correcting code that is defined by a sequence of measurements. Recently, there has been much interest in Floquet codes and space-time codes. In this work, we define and study the distance of a dynamical …
  crossref Esther Xiaozhen Fu, Daniel Gottesman 2025-10-20T09:23:07Z 置信度 0.70
• 11 Error correction
  crossref 2025-03-09T17:55:22Z 置信度 0.70
• Entangled Quantum Error-Correction
  crossref 2006-10-19T20:53:14Z 置信度 0.70
• Geometric bounds for approximate quantum error correction and a few words about holography
  crossref Guilherme Camargo Fiusa 2022-10-14T17:17:07Z 置信度 0.70
• Backlog Metastability in Windowed Quantum Error Correction Decoding
  Real-time quantum error correction requires a classical decoder to consume syndrome measurements at the rate the quantum hardware produces them, roughly one round per microsecond on supercon-ducting devices. The standard stability requirement is a utilization …
  europepmc Jean-Jacques Dubray 2026 置信度 0.80
• Computare Errare Est: Quantum Error Correction
  crossref Bernard Zygelman 2018-09-21T15:27:00Z 置信度 0.70
• Some Progress on Quantum Error Correction for Discrete and Continuous Error Models
  crossref Jincao Li 2020-03-02T20:52:20Z 置信度 0.70
• Quantum Convolutional Error Correction Codes
  crossref H. F. Chau 2007-08-16T13:07:37Z 置信度 0.70
• Improving the Precision of Multi-Parameter Estimation by Quantum  Error Correction Based on Continuous Detection Error
  In this paper, a quantum error correction scheme combined with quantum feedback control is proposed, which can achieve the Heisenberg limit even if the Hamiltonian-Not-in-Lindblad-Span condition in the optimal error correction protocol is not satisfied. Compar…
  crossref Haiyuan Hong, Xiujuan Lu, Sen Kuang 2022-02-23T02:59:33Z 置信度 0.70
• Modeling noise and error correction for Majorana-based quantum computing
  Majorana-based quantum computing seeks to use the non-local nature of Majorana zero modes to store and manipulate quantum information in a topologically protected way. While noise is anticipated to be significantly suppressed in such systems, finite temperatur…
  crossref Christina Knapp, Michael Beverland, Dmitry I. Pikulin, Torsten Karzig 2018-09-03T12:57:37Z 置信度 0.70
• Fault-tolerant Quantum Error Correction Using a Linear Array of Emitters
  We propose a fault-tolerant quantum error correction architecture consisting of a linear array of emitters and delay lines. In our scheme, a resource state for fault-tolerant quantum computation is generated by letting the emitters interact with a stream of ph…
  crossref Jintae Kim, Jung Hoon Han, Isaac H. Kim 2025-03-26T14:40:31Z 置信度 0.70
• Frank Gaitan: Quantum error correction and fault tolerant quantum computing
  crossref Mikio Nakahara 2011-08-26T12:54:15Z 置信度 0.70
• Superdense Coding Interleaved with Forward Error Correction
  Abstract Superdense coding promises increased classical capacity and communication security but this advantage may be undermined by noise in the quantum channel. We present a numerical study of how forward error correction (FEC) applied to the encoded classica…
  crossref Ronald J. Sadlier, Travis S. Humble 2016-05-13T11:11:44Z 置信度 0.70
• Design Automation in Quantum Error Correction
  crossref Archisman Ghosh, Avimita Chatterjee, Swaroop Ghosh 2026-04-05T00:22:14Z 置信度 0.70
• Performance Analysis of Quantum Error Correction Codes in Noisy Intermediate-Scale Quantum (NISQ) Cryptography Authors
  crossref Ada John, ifeoluwa Mossa, Asa Don 2025-05-08T19:10:27Z 置信度 0.70
• Tangling Schedules Eases Hardware Connectivity Requirements for Quantum Error Correction
  Error corrected quantum computers have the potential to change the way we solve computational problems. Quantum error correction involves repeated rounds of carefully scheduled gates to measure the stabilizers of a code. A set of scheduling rules is typically …
  crossref György P. Gehér, Ophelia Crawford, Earl T. Campbell 2024-03-20T15:04:35Z 置信度 0.70
• Quantum Error Correction and Fault Tolerance
  crossref Daniel Gottesman 2024-10-03T05:34:23Z 置信度 0.70
• Pilot quantum error correction for global-scale quantum communications
  crossref Laszlo Gyongyosi, Sandor Imre 2013-10-02T18:32:54Z 置信度 0.70
• Adaptive Reinforcement Learning for Autonomous Quantum Error Correction in Surface Codes
  crossref Sami Rashid Mohammed Shibah 2025-12-23T16:50:36Z 置信度 0.70
• Cracking the Challenge of Quantum Error Correction
  crossref Matteo Rini, Michael Schirber 2025-02-20T14:10:15Z 置信度 0.70
• Quantum Error Correction using Linear Optics
  crossref T.B. Pittman, B.C. Jacobs, J.D. Franson 2013-11-05T12:21:56Z 置信度 0.70
• Error correction needserror characterization.
  crossref Kevin Young 2023-11-08T03:19:30Z 置信度 0.70
• Reducing quantum error correction overhead using soft information
  Abstract Imperfect measurements are a prevalent source of error across quantum computing platforms, significantly degrading the logical error rates achievable on current hardware. To mitigate this issue, rich measurement data referred to as soft information ha…
  crossref Joonas Majaniemi, Elisha S Matekole 2026-03-06T22:50:54Z 置信度 0.70
• Quantum error correction and large $N$
  In recent years quantum error correction (QEC) has become an important part of AdS/CFT. Unfortunately, there are no field-theoretic arguments about why QEC holds in known holographic systems. The purpose of this paper is to fill this gap by studying the error …
  crossref Alexey Milekhin 2021-11-19T15:36:58Z 置信度 0.70
• Optimal probes and error-correction schemes in multi-parameter quantum metrology
  We derive a necessary and sufficient condition for the possibility of achieving the Heisenberg scaling in general adaptive multi-parameter estimation schemes in presence of Markovian noise. In situations where the Heisenberg scaling is achievable, we provide a…
  crossref Wojciech Górecki, Sisi Zhou, Liang Jiang, Rafał Demkowicz-Dobrzański 2020-07-02T17:47:57Z 置信度 0.70
• A New Ingredient for Quantum Error Correction
  crossref Xiang Zhan, Peng Xue 2026-02-03T15:29:51Z 置信度 0.70
• Introduction to decoherence-free subspaces and noiseless subsystems
  crossref Daniel A. Lidar 2013-09-05T05:03:20Z 置信度 0.70
• Probabilities of Failure for Quantum Error Correction
  crossref A. J. Scott 2005-10-11T14:10:02Z 置信度 0.70
• Nonlocal quantum information in bipartite quantum error correction
  crossref Mark M. Wilde, David Fattal 2010-03-31T07:13:33Z 置信度 0.70
• Quantum Interleaver: Quantum Error Correction for Burst Error
  crossref Shiro Kawabata 2005-02-18T12:42:07Z 置信度 0.70
• Quantum Error Correction
  crossref Ray LaPierre 2021-09-27T03:18:43Z 置信度 0.70
• Quantum error correction with the surface code
  crossref 2025-05-03T00:06:23Z 置信度 0.70
• Quantum Error Correction
  crossref 2012-07-18T18:53:33Z 置信度 0.70
• Quantum Error Correction
  crossref Colin P. Williams 2010-12-06T07:54:08Z 置信度 0.70
• Quantum Error Correction
  crossref Ray LaPierre 2025-10-24T08:18:23Z 置信度 0.70
• Surface code quantum error correction incorporating accurate error propagation
  The surface code is a powerful quantum error correcting code that can be defined on a 2-D square lattice of qubits with only nearest neighbor interactions. Syndrome and data qubits form a checkerboard pattern. Information about errors is obtained by repeatedly…
  crossref Austin G. Fowler, David S. Wang, Lloyd C. L. Hollenberg 2021-03-05T21:37:10Z 置信度 0.70
• Error Correction of Quantum Reference Frame Information
  crossref Patrick Hayden, Sepehr Nezami, Sandu Popescu, Grant Salton 2021-02-18T16:21:38Z 置信度 0.70
• Nuclear Binding from Quantum Error Correction: The Parity Theorem and the Weizsäcker Stability Line
  We argue that nuclear binding energy is information deduplication in a quantum error-correcting vacuum. In the Mass-Energy-Information (M/E/I) framework of Part I, particle mass equals fault-tolerant verification cost on a [[192,130,3]] CSS code. If mass is ve…
  crossref Raghu Kulkarni 2026-05-04T12:40:07Z 置信度 0.70
• Quantum Memory Error Correction Computation Based on Chamon Model
  crossref Jian Zhao, Yu-Chun Wu, Ping Guo 2023-03-13T11:53:57Z 置信度 0.70
• Quantum error correction in adversarial regimes
  crossref Anonymous 2026-08-04T19:23:16Z 置信度 0.70
• TT-QEC: An Open-Source Hardware-Native MLIR Compiler for Quantum Error Correction Decoding
  Fault-tolerant quantum computing with the surface code requires a classical decoder that returns a correction in less than one syndrome extraction round-a latency budget of approximately 1 µs on superconducting hardware that is below what software decoders ach…
  crossref Yash Desale 2026-07-01T10:45:18Z 置信度 0.70
• Underlying Information Technology Tailored Quantum Error Correction
  crossref Daniel Lidar, Aephraim Steinberg 2017-08-11T17:41:45Z 置信度 0.70
• Cryptography: An Overview
  crossref 2012-06-19T17:11:45Z 置信度 0.70
• Approximate quantum error correction, random codes, and quantum channel capacity
  crossref Rochus Klesse 2007-06-14T05:09:38Z 置信度 0.70
• Quantum Error Correction of Time-correlated Errors
  crossref Feng Lu, Dan C. Marinescu 2007-07-17T01:59:30Z 置信度 0.70
• A Unified and Generalized Approach to Quantum Error Correction
  We present a unified approach to quantum error correction, called operator quantum error correction. This scheme relies on a generalized notion of noiseless subsystems that is not restricted to the commutant of the interaction algebra. We arrive at the unified…
  arxiv David Kribs, Raymond Laflamme, David Poulin 2004-12-09T23:23:50Z 置信度 0.78 quant-phmath.FAmath.OA
• Experimental Quantum Error Correction
  Quantum error correction is required to compensate for the fragility of the state of a quantum computer. We report the first experimental implementations of quantum error correction and confirm the expected state stabilization. In NMR computing, however, a net…
  arxiv D. G. Cory, W. Mass, M. Price, E. Knill 等 1998-02-06T01:00:26Z 置信度 0.78 quant-ph
• Improved Gilbert-Varshamov Bound for Entanglement-Assisted Asymmetric Quantum Error Correction by Symplectic Orthogonality
  We propose and prove an existential theorem for entanglement-assisted asymmetric quantum error correction. Then we demonstrate its superiority over the conventional one.
  arxiv Ryutaroh Matsumoto 2020-03-02T05:20:08Z 置信度 0.78 quant-phcs.ITmath.CO
• Simulation of Quantum Error Correcting Code
  This study considers implementations of error correction in a simulation language on a classical computer. Error correction will be necessarily in quantum computing and quantum information. We will give some examples of the implementations of some error correc…
  arxiv Peter Nyman 2008-09-19T06:55:29Z 置信度 0.78 quant-ph
• Adaptive syndrome measurements for Shor-style error correction
  The Shor fault-tolerant error correction (FTEC) scheme uses transversal gates and ancilla qubits prepared in the cat state in syndrome extraction circuits to prevent propagation of errors caused by gate faults. For a stabilizer code of distance $d$ that can co…
  arxiv Theerapat Tansuwannont, Balint Pato, Kenneth R. Brown 2022-08-11T01:45:02Z 置信度 0.78 quant-ph
• On the probabilistic quantum error correction
  Probabilistic quantum error correction is an error-correcting procedure which uses postselection to determine if the encoded information was successfully restored. In this work, we deeply analyze probabilistic version of the error-correcting procedure for gene…
  arxiv Ryszard Kukulski, Łukasz Pawela, Zbigniew Puchała 2022-06-10T17:08:54Z 置信度 0.78 quant-ph
• Low overhead fault-tolerant quantum error correction with the surface-GKP code
  Fault-tolerant quantum error correction is essential for implementing quantum algorithms of significant practical importance. In this work, we propose a highly effective use of the surface-GKP code, i.e., the surface code consisting of bosonic GKP qubits inste…
  arxiv Kyungjoo Noh, Christopher Chamberland, Fernando G. S. L. Brandão 2021-03-11T23:07:52Z 置信度 0.78 quant-ph
• Contextuality of Quantum Error-Correcting Codes
  Universal fault-tolerant quantum computation requires overcoming the Eastin--Knill theorem on quantum error correction (QEC) codes that protect information from noise. This is often accomplished through strategies like magic state distillation, which prepares …
  arxiv Derek Khu, Andrew Tanggara, Chao Jin, Kishor Bharti 2025-02-04T18:23:24Z 置信度 0.78 quant-phmath-ph
• Quantum corrections to a finite temperature BIon
  In this paper, we will analyze a finite temperature BIon, which is a finite temperature brane-anti-brane wormhole configuration. We will analyze the quantum fluctuations to this BIon solution using the Euclidean quantum gravity. It will be observed that these …
  arxiv Behnam Pourhassan, Sanjib Dey, Sumeet Chougule, Mir Faizal 2019-05-08T17:15:04Z 置信度 0.78 hep-th
• Probabilistic quantum error correction
  There are well known necessary and sufficient conditions for a quantum code to correct a set of errors. We study weaker conditions under which a quantum code may correct errors with probabilities that may be less than one. We work with stabilizer codes and as …
  arxiv Jesse Fern, John Terilla 2002-09-06T20:55:20Z 置信度 0.78 quant-ph
• Superselection Rules, Quantum Error Correction, and Quantum Chromodynamics
  We investigate the relationship between superselection rules and quantum error correcting codes. We demonstrate that the existence of a superselection rule implies the Knill-Laflamme condition in quantum error correction. As an example, we examine quantum chro…
  arxiv Ning Bao, ChunJun Cao, Aidan Chatwin-Davies, Gong Cheng 等 2023-06-29T18:00:55Z 置信度 0.78 quant-phhep-th
• Characterizing quantum instruments: from non-demolition measurements to quantum error correction
  In quantum information processing quantum operations are often processed alongside measurements which result in classical data. Due to the information gain of classical measurement outputs non-unitary dynamical processes can take place on the system, for which…
  arxiv Roman Stricker, Davide Vodola, Alexander Erhard, Lukas Postler 等 2021-10-13T18:00:13Z 置信度 0.78 quant-ph
• Improved Boltzmann machines with error corrected quantum annealing
  Boltzmann machines are the basis of several deep learning methods that have been successfully applied to both supervised and unsupervised machine learning tasks. These models assume that a dataset is generated according to a Boltzmann distribution, and the goa…
  arxiv Richard Y. Li, Tameem Albash, Daniel A. Lidar 2019-10-03T02:29:51Z 置信度 0.78 quant-ph