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• Algebraic quantum coding theory
  crossref Andreas Klappenecker 2013-09-05T05:03:20Z 置信度 0.70
• Quantum error correction
  crossref Dipankar Bhattacharyya, Jyotirmoy Guha 2022-02-02T13:27:06Z 置信度 0.70
• Error Correction of Quantum Channels
  crossref Mona Meghdari Miardan 2018-10-04T20:16:05Z 置信度 0.70
• Error correction for reliable quantum computing
  Quantum computers herald the arrival of a new era in which previously intractable computational problems will be solved efficiently. However, quantum technology is held down by decoherence, a phenomenon that is omnipresent in the quantum paradigm and that rend…
  crossref Patricio Fuentes 2022-03-11T07:51:08Z 置信度 0.70
• Preface
  crossref 2021-02-26T10:53:38Z 置信度 0.70
• EVOLVING QUANTUM ERROR CORRECTION CODES
  crossref DANIEL RIBAS TANDEITNIK 2022-07-01T16:26:14Z 置信度 0.70
• Front Matter
  crossref 2021-02-26T10:53:39Z 置信度 0.70
• Bounds on Quantum Error Correcting Codes
  crossref 2013-12-19T23:58:16Z 置信度 0.70
• Emergent Spacetime as Quantum Error Correction: A Theoretical Framework and Observational Program
  crossref Rafael Oliveira, Jameson Joseph Bednarski 2025-10-02T17:14:03Z 置信度 0.70
• Quantum Error Correction using cat qubits
  Correction d’erreurs quantiques avec des qubits de chats Au cours des deux dernières décennies, les circuits supraconducteurs se sont imposés comme une plateforme prometteuse pour la construction d’un ordinateur quantique. Cependant, ils demeurent limités par …
  crossref Antoine Marquet 2026-04-08T08:04:33Z 置信度 0.70
• Index
  crossref 2021-02-26T10:53:51Z 置信度 0.70
• Information Theory and Classical Error Correcting Codes
  crossref Ivan B. Djordjevic 2021-02-26T10:52:37Z 置信度 0.70
• Architectures
  crossref Jacob Taylor 2013-09-05T05:03:20Z 置信度 0.70
• Fault-tolerant measurement-based quantum computing
  crossref Debbie Leung 2013-09-05T05:03:20Z 置信度 0.70
• About the Author
  crossref 2021-02-26T10:53:40Z 置信度 0.70
• Selective Quantum Error Correction for Variational Quantum Classifiers: Exact Error-Suppression Bounds and Trainability Analysis
  Variational quantum algorithms (VQAs) represent the most promising approach for achieving quantum advantage in near-term supervised learning, yet they face two fundamental challenges that severely limit their practical deployment: device noise degrades classif…
  crossref Yalla Jnan Devi Satya Prasad 2025-09-09T15:40:32Z 置信度 0.70
• Hardware Dependencies in Quantum Error Correction
  Quantum error correction (QEC) is crucial for mitigating noise and decoherence in quantum systems. However, its effectiveness depends on the underlying qubit hardware. This poster compares surface codes, which require many physical qubits, with bosonic codes, …
  crossref Saurabh Suman 2025-03-28T14:07:19Z 置信度 0.70
• Quantum Algorithms
  crossref Ivan Djordjevic 2012-04-10T21:53:05Z 置信度 0.70
• Quantum Information Theory
  crossref Shikhar Uttam 2012-04-10T22:21:15Z 置信度 0.70
• Autonomous quantum error correction with superconducting qubits
  Vers le calcul quantique tolérant à l’erreur adapté aux expériences en circuit QED Dans cette thèse, nous développons plusieurs outils pour la Correction d’Erreur Quantique (CEQ) autonome avec les qubits supraconducteurs.Nous proposons un schéma de CEQ autonom…
  crossref Joachim Cohen 2026-04-02T13:32:07Z 置信度 0.70
• Adaptive estimation of drifting noise in quantum error correction
  crossref Anonymous 2026-06-23T17:37:58Z 置信度 0.70
• Basic Theory and Implementations of Quantum Error Correction
  The introduction of quantum computing has presented algorithmic solutions to computationally difficult challenges that are far more efficient than those of classical computers. These algorithms leverage the properties of quantum mechanics to manipulate the qua…
  crossref Derek Rodriguez 2025-06-26T00:12:29Z 置信度 0.70
• Modern Approaches to Topological Quantum Error Correction
  The construction of a large-scale fault-tolerant quantum computer is an outstanding scientific and technological goal. It holds the promise to allow us to solve a variety of complex problems such as factoring large numbers, quick database search, and the quantu…
  crossref Pedro Parrado Rodríguez 2022-06-22T15:03:04Z 置信度 0.70
• Quantum error correction fundamentals
  crossref Ivan B. Djordjevic 2022-07-22T17:59:52Z 置信度 0.70
• Abstract Algebra Fundamentals
  crossref 2021-02-26T10:53:43Z 置信度 0.70
• Quantum error correction
  crossref Daowen Qiu 2025-08-29T07:52:13Z 置信度 0.70
• Introduction
  crossref Ivan Djordjevic 2012-04-10T18:21:46Z 置信度 0.70
• Quantum Mechanics Fundamentals
  crossref Ivan Djordjevic 2012-04-10T22:00:51Z 置信度 0.70
• Introduction to quantum fault tolerance
  crossref Panos Aliferis 2013-09-05T05:03:20Z 置信度 0.70
• Introduction to quantum dynamical decoupling
  crossref Lorenza Viola 2013-09-05T05:03:20Z 置信度 0.70
• Quantum Error Correction
  crossref Eduardo R. Mucciolo 2025-08-06T18:21:16Z 置信度 0.70
• Nonadditive quantum codes
  crossref Markus Grassl, Martin Rötteler 2013-09-05T05:03:20Z 置信度 0.70
• Quantum Communication with Redundancy-free Error Correction
  The limits of classical information theory are stretched at several points by the consideration of quantum mechanics. Entanglement in itself is a unique phenomenon, and its application has enabled solutions such as super-dense compression, teleportation or sup…
  crossref Sandor Imre 2025-08-12T20:14:32Z 置信度 0.70
• Error correction
  crossref 2012-06-18T17:56:47Z 置信度 0.70
• Decoherence and quantum error correction for quantum computing and communications.
  Quantum technologies have shown immeasurable potential to effectively solve several information processing tasks such as prime number factorization, unstructured database search or complex macromolecule simulation. As a result of such capability to solve certa…
  crossref Josu Etxezarreta, Universidad de Navarra 2022-03-07T08:56:08Z 置信度 0.70
• Introduction
  crossref Ivan B. Djordjevic 2021-02-26T10:53:27Z 置信度 0.70
• Quantum Information Processing Fundamentals
  crossref Ivan B. Djordjevic 2021-02-26T10:52:35Z 置信度 0.70
• Fault-tolerant quantum error correction
  crossref Ivan B. Djordjevic 2022-07-22T18:00:44Z 置信度 0.70
• Quantum Key Distribution
  crossref Ivan B. Djordjevic 2021-02-26T10:51:35Z 置信度 0.70
• Quantum Machine Learning
  crossref Ivan B. Djordjevic 2021-02-26T10:52:18Z 置信度 0.70
• Experimental dynamical decoupling
  crossref Lorenza Viola 2013-09-05T05:03:20Z 置信度 0.70
• Quantum Circuits
  crossref 2013-12-19T18:58:16Z 置信度 0.70
• Quantum Circuits and Modules
  crossref Ivan B. Djordjevic 2021-02-26T10:51:16Z 置信度 0.70
• Quantum Circuits and Quantum Information Processing Fundamentals
  crossref Ivan Djordjevic 2012-04-10T21:57:05Z 置信度 0.70
• Quantum LDPC Codes
  crossref Ivan B. Djordjevic 2021-02-26T10:53:33Z 置信度 0.70
• Quantum Mechanics Fundamentals
  crossref Ivan B. Djordjevic 2021-02-26T10:53:22Z 置信度 0.70
• Introduction to Quantum Information Processing
  crossref Shikhar Uttam 2012-04-10T22:21:46Z 置信度 0.70
• Quantum Control for Error Correction using Mother Tee Optimization
  crossref Wael Korani, Malek Mouhoub 2021-02-10T15:06:21Z 置信度 0.70
• Quantum Algorithms and Methods
  crossref Ivan B. Djordjevic 2021-02-26T10:51:16Z 置信度 0.70
• Quantum Error Correction
  crossref S. Rajasekar, R. Velusamy 2022-10-05T19:01:33Z 置信度 0.70
• Quantum error correction
  Abstract Quantum error correction is a very advanced field, and researchers have invested a great deal of time in trying to find the best ways of combating errors in quantum computers, winch occur when the computer is not properly isolated from its environment…
  crossref Vlatko Vedral 2010-01-19T15:36:20Z 置信度 0.70
• Quantum error correction with the toric code
  europepmc 2026 置信度 0.80
• Reinforcement learning control of quantum error correction.
  europepmc 2026 置信度 0.80
• Quantum Error Correction by Purification
  Abstract We present a general-purpose quantum error correction primitive based on state purification via the SWAP test, which we refer to as purification quantum error correction (PQEC). This method operates on N noisy copies, requires minimally O(Mlog 2 N) da…
  europepmc Jonathan Raghoonanan, Tim Byrnes 2026 置信度 0.80
• Quantum Error Correction with Superpositions of Squeezed Fock States.
  europepmc 2026 置信度 0.80
• FPGA-Based Real-Time Quantum Error Correction for Shor and Steane Codes
  europepmc 2026 置信度 0.80
• Two-Stage Neural Residual Decoding for FastSurface-Code Quantum Error Correction
  europepmc 2026 置信度 0.80
• Demonstrating real-time and low-latency quantum error correction with superconducting qubits.
  europepmc 2026 置信度 0.80
• Quantum-Error-Correction-Inspired Noise Mitigation for Wavelike Dark Matter Searches with Quantum Sensors.
  europepmc 2026 置信度 0.80
• Systematic Review of Artificial Intelligence Decoders for Topological Quantum Error Correction
  europepmc 2026 置信度 0.80
• Author Correction: Quantum error correction below the surface code threshold.
  europepmc 2026 置信度 0.80
• Enhanced Entanglement Protection of Logical Qubits by a Hybrid Quantum Error Correction and Entanglement Purification Scheme
  europepmc 2026 置信度 0.80
• Biologically Plausible Quantum Error Correction\\in a Three-Layer Neural Spin Model
  Abstract Whether quantum coherence plays a functional role in neural information processing remains contested, largely because biological environments are deemed too noisy for quantum states to sur- vive at relevant timescales. We construct a three-layer model…
  europepmc Hikaru Wakaura 2026 置信度 0.80
• Three Sheets, One Architecture: Inter-Sheet Logical Gates for K=4 Quantum Error Correction
  europepmc 2026 置信度 0.80
• Scalable simulation of surface-code quantum error correction with coherent noise
  europepmc 2026 置信度 0.80
• Tunable Distance Quantum Error Correction at 29 Percent Encoding Rate of the Face Centered Cubic Lattice
  europepmc 2026 置信度 0.80
• An integrated optical hardware for realization of quantum error correction operators.
  europepmc 2025 置信度 0.80
• Motional Narrowing Rescues Entanglement in Biological Radical-Pair Systems: Quantum Error Correction and Reservoir Computing Beyond the Breaking Threshold
  europepmc 2026 置信度 0.80
• Hardware Noise Level Moderates Drift-Aware Quantum Error Correction: An Interaction Effect Reconciling Simulation and Reality
  europepmc 2026 置信度 0.80
• Thresholds for Postselected Quantum Error Correction from Statistical Mechanics.
  europepmc 2025 置信度 0.80
• Fault-Tolerant Quantum Error Correction: Implementing Hamming-Based Codes with Advanced Syndrome Extraction Techniques
  europepmc 2026 置信度 0.80
• Low-Depth Quantum Error Correction via Three-Qubit Gates in Rydberg Atom Arrays.
  europepmc 2025 置信度 0.80
• Quantum error correction of qudits beyond break-even.
  Hilbert space dimension is a key resource for quantum information processing1,2. Not only is a large overall Hilbert space an essential requirement for quantum error correction, but a large local Hilbert space can also be advantageous for realizing gates and a…
  europepmc B. L. Brock, Shraddha Singh, Alec Eickbusch, Volodymyr Sivak 等 2025 置信度 0.80 QuantumError detection and correctionQuantum error correctionComputer scienceTheoretical physics
• Quantum Error Correction and Fault-Tolerant Computing: Recent Progress in Codes, Decoders, and Architectures
  europepmc 2025 置信度 0.80
• Experimental Quantum Error Correction below the Surface Code Threshold via All-Microwave Leakage Suppression.
  europepmc 2025 置信度 0.80
• Generalized number-phase lattice encoding of a bosonic mode for quantum error correction.
  europepmc 2025 置信度 0.80
• How Much Entanglement Is Needed for Quantum Error Correction?
  europepmc 2025 置信度 0.80
• A Unified GF(4)–Symplectic Framework for Quantum Error Correction: A Constructive, Pedagogical Derivation of the Steane [[7,1,3]] Code
  europepmc 2025 置信度 0.80
• A Comprehensive Review of Recent Progress in Quantum Error Correction: Codes, Decoders, and Fault-Tolerant Architectures
  europepmc 2025 置信度 0.80
• Effective quantum error correction by AI.
  pubmed Pan J 2024 置信度 0.82
• Quantum Error Correction under Full Noise using a Unified Geometric Equation
  Abstract We present a unified equation for modeling quantum error correction that connects logical fidelity, error amplitude, and the intrinsic geometry of quantum systems. The total error E is defined as: E = ρ * (1 + ε) + γ * π In this expression: ● ρ (rho) …
  europepmc Hisham Baroudi 2025 置信度 0.80
• Non-Markovian Feedback for Optimized Quantum Error Correction.
  europepmc 2025 置信度 0.80
• Hardware-efficient quantum error correction via concatenated bosonic qubits.
  To solve problems of practical importance1,2, quantum computers probably need to incorporate quantum error correction, in which a logical qubit is redundantly encoded in many noisy physical qubits3–5. The large physical-qubit overhead associated with error cor…
  europepmc Harald Putterman, Kyungjoo Noh, Connor T. Hann, Gregory S. MacCabe 等 2025 置信度 0.80 QubitComputer scienceError detection and correctionQuantum error correctionQuantum computer
• Exploring the FPGA and ASIC design space of belief propagation and ordered statistics decoders  for Quantum Error Correction Codes
  europepmc 2025 置信度 0.80
• Stereographic Projection of Bloch Sphere and Quantum Error Correction
  The Bloch sphere is a powerful geometrical representation of qubit states, fundamental to understanding quantum information theory. This paper explores the stereographic projection of the Bloch sphere, focusing on its utility in addressing decoherence and quan…
  europepmc Unnathi Venkatesh 2024 置信度 0.80
• Optimization of Decoder Priors for Accurate Quantum Error Correction.
  europepmc 2024 置信度 0.80
• Vulnerability of fault-tolerant topological quantum error correction to quantum deviations in code space.
  europepmc 2025 置信度 0.80
• Quantum Cellular Automata for Quantum Error Correction and Density Classification.
  europepmc 2024 置信度 0.80
• Near-Optimal Performance of Quantum Error Correction Codes.
  europepmc 2024 置信度 0.80
• Coupler-Assisted Leakage Reduction for Scalable Quantum Error Correction with Superconducting Qubits.
  europepmc 2024 置信度 0.80
• Error range for encoding in imperfect quantum error correction
  Abstract Quantum error correction (QEC) codes are vital for scalable and robust computations of quantum operations. The main challenge lies in introducing ancilla qubits with minimal side effect in the resultant computation, particularly considering state-of-t…
  europepmc Ilan Cohn, Sebastian Fraga, Lucas Reyes, Efrain Buksman 等 2024 置信度 0.80
• Re-locative guided search optimized self-sparse attention enabled deep learning decoder for quantum error correction.
  europepmc 2025 置信度 0.80
• Autonomous Quantum Error Correction of Gottesman-Kitaev-Preskill States.
  The Gottesman-Kitaev-Preskill (GKP) code encodes a logical qubit into a bosonic system with resilience against single-photon loss, the predominant error in most bosonic systems. Here we present experimental results demonstrating quantum error correction of GKP…
  europepmc Dany Lachance-Quirion, Marc-Antoine Lemonde, Jean Olivier Simoneau, Lucas St-Jean 等 2024 置信度 0.80 TransmonQubitError detection and correctionQuantum error correctionQuantum
• Optimising Mach-Zehnder Interferometer with Quantum Error Correction Protocols
  Abstract The Mach-Zehnder interferometer is a simple device that demonstrates the clear path-choice problem in quantum mechanics through amplitude division. Experiments carried out in labs often encounter noise due to component inefficiencies and other environ…
  europepmc Shivam Sawarn, Akhilesh Dubey 2024 置信度 0.80
• Approximate Autonomous Quantum Error Correction with Reinforcement Learning.
  Autonomous quantum error correction (AQEC) protects logical qubits by engineered dissipation and thus circumvents the necessity of frequent, error-prone measurement-feedback loops. Bosonic code spaces, where single-photon loss represents the dominant source of…
  europepmc Ye‐Xiong Zeng, Zhengyang Zhou, Enrico Rinaldi, Clemens Gneiting 等 2023 置信度 0.80 QubitHamiltonian (control theory)Reinforcement learningComputer scienceFock space
• Q-Pandora Unboxed: Characterizing Noise Resilience of Quantum Error Correction Codes
  europepmc 2023 置信度 0.80
• Quantum error-correction using humming sparrow optimization based self-adaptive deep cnn noise correction module.
  europepmc 2024 置信度 0.80
• Learning Logical Pauli Noise in Quantum Error Correction.
  europepmc 2023 置信度 0.80
• Imaging Stars with Quantum Error Correction.
  europepmc 2022 置信度 0.80
• Quantum error correction with molecular spin qudits.
  > 1), coupled to a spin-1/2 electronic ancilla for error detection. By thorough numerical simulations we show that a significant gain in the effective phase memory time can be achieved. This is further enhanced by exploiting pulse-shaping techniques to reduce …
  europepmc Mario Chizzini, Luca Crippa, Luca Zaccardi, Emilio Macaluso 等 2022 置信度 0.80 Spin (aerodynamics)QuantumPhysicsQuantum error correctionQuantum mechanics