量子计算 · 全部实体（第 14 / 100 页）

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• Demonstration of high-fidelity entangled logical qubits using transmons.
  europepmc 2026 置信度 0.80
• FDTD-based design of high quality factor quantum dot photonic crystal nanolaser for next-generation nanotechnologies.
  europepmc 2026 置信度 0.80
• Author Correction: Blue organic light-emitting diode with a turn-on voltage of 1.47V.
  europepmc 2026 置信度 0.80
• Entanglement Swapping Enables the Practical Security of Quantum Cryptography.
  europepmc 2026 置信度 0.80
• SORT-QS: A Projection-Based Structural Framework for Quantum Systems <em>Error Correction, Noise Filtering, and Operator Diagnostics</em>
  europepmc 2025 置信度 0.80
• Correction to "Bridging the gap between subjective probability and probability judgments: The quantum sequential sampler" by Huang et al. (2025).
  europepmc 2026 置信度 0.80
• LLM-Enhanced Intelligent Fault Diagnosis and Self-Healing Framework for Cloud Computing Systems
  europepmc 2026 置信度 0.80
• Quantum benchmarking of high-fidelity noise-biased operations on a detuned Kerr-cat qubit.
  europepmc 2026 置信度 0.80
• Two-qubit logic and teleportation with mobile spin qubits in silicon.
  europepmc 2026 置信度 0.80
• LLM-Enhanced Intelligent Fault Diagnosis and Self-Healing Framework for Cloud Computing Systems
  europepmc 2026 置信度 0.80
• Error-Resilient Quantum Circuit Design of Hybrid Approximate-Exact 5:2 Compressors for Arithmetic Applications
  europepmc 2026 置信度 0.80
• Absolutely maximally entangled pure states of multipartite quantum systems.
  europepmc 2026 置信度 0.80
• Noise-Agnostic Unbiased Quantum Error Mitigation for Logical Qubits.
  europepmc 2026 置信度 0.80
• Sample-efficient quantum error mitigation via classical learning surrogates
  europepmc 2026 置信度 0.80
• Time-series based quantum state discrimination
  europepmc 2026 置信度 0.80
• Quantum Error Correction Feedback Compression Coding
  This paper investigates a novel approach to quantum information transmission within noisy quantum channels – Quantum Error Correction Feedback Compression Coding (QEFCC). The core claim is that by integrating feedback mechanisms with compression coding, signif…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Quantum Error Correction Feedback Compression Coding
  This paper investigates a novel approach to quantum information transmission within noisy quantum channels – Quantum Error Correction Feedback Compression Coding (QEFCC). The core claim is that by integrating feedback mechanisms with compression coding, signif…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Quantum Entanglement Encoding-Based Non-Classical Communication Protocol
  This paper proposes a novel communication protocol leveraging multi-particle entanglement for non-classical information transmission. The core of the protocol resides in a carefully designed encoding scheme utilizing multi-variable entangled states to mitigate…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Quantum Entanglement Encoding-Based Non-Classical Communication Protocol
  This paper proposes a novel communication protocol leveraging multi-particle entanglement for non-classical information transmission. The core of the protocol resides in a carefully designed encoding scheme utilizing multi-variable entangled states to mitigate…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Quantum-Inspired Regularization for Machine Learning
  Quantum-inspired regularization is a novel approach to machine learning that leverages the principles of quantum error correction to enhance model robustness and accuracy. This paper explores the integration of quantum-inspired error correction mechanisms into…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Quantum-Inspired Regularization for Machine Learning
  Quantum-inspired regularization is a novel approach to machine learning that leverages the principles of quantum error correction to enhance model robustness and accuracy. This paper explores the integration of quantum-inspired error correction mechanisms into…
  datacite Zhang, Jincheng 2026 置信度 0.66
• 基于量子纠错的非线性数据压缩算法
  This paper introduces a novel data compression algorithm based on quantum error correction. Traditional data compression methods often struggle with complex data due to inherent limitations in their computational capacity. This research proposes a quantum-enha…
  datacite Zhang, Jincheng 2026 置信度 0.66
• 基于量子纠错的非线性数据压缩算法
  This paper introduces a novel data compression algorithm based on quantum error correction. Traditional data compression methods often struggle with complex data due to inherent limitations in their computational capacity. This research proposes a quantum-enha…
  datacite Zhang, Jincheng 2026 置信度 0.66
• 基于自适应学习的参数化量子纠错
  Quantum entanglement, a cornerstone of quantum technology, is highly susceptible to noise and errors, posing significant challenges in quantum computation and communication. Quantum error correction (QEC) relies heavily on the precise calibration and adjustmen…
  datacite Zhang, Jincheng 2026 置信度 0.66
• 基于自适应学习的参数化量子纠错
  Quantum entanglement, a cornerstone of quantum technology, is highly susceptible to noise and errors, posing significant challenges in quantum computation and communication. Quantum error correction (QEC) relies heavily on the precise calibration and adjustmen…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Based on Quantum Entanglement Key Agreement Protocol
  This paper presents a novel key agreement protocol leveraging the principles of quantum entanglement. The protocol, termed the "Quantum Entanglement Key Agreement Protocol" (QEKAP), aims to establish a shared secret key between two parties, Alice and Bob, with…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Based on Quantum Entanglement Key Agreement Protocol
  This paper presents a novel key agreement protocol leveraging the principles of quantum entanglement. The protocol, termed the "Quantum Entanglement Key Agreement Protocol" (QEKAP), aims to establish a shared secret key between two parties, Alice and Bob, with…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Quantum Error Correction: Adaptive Topological Optimization
  Quantum error correction is a critical component of quantum information processing, enabling the reliable transmission and manipulation of quantum states. Traditional approaches often rely on static optimization techniques, which can be computationally expensi…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Quantum Error Correction: Adaptive Topological Optimization
  Quantum error correction is a critical component of quantum information processing, enabling the reliable transmission and manipulation of quantum states. Traditional approaches often rely on static optimization techniques, which can be computationally expensi…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Dynamic Topology Quantum Error Correction
  Quantum error correction is a critical component of quantum information processing, enabling the reliable transmission and manipulation of quantum states. Traditional quantum error correction methods often rely on complex classical algorithms, struggling to ef…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Dynamic Topology Quantum Error Correction
  Quantum error correction is a critical component of quantum information processing, enabling the reliable transmission and manipulation of quantum states. Traditional quantum error correction methods often rely on complex classical algorithms, struggling to ef…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Quantum Information Storage and Retrieval: Topological Optimization
  Quantum information storage and retrieval represent a significant challenge and opportunity for advancing quantum technology. Traditional methods often focus on the physical properties of qubits, while a novel approach – topological optimization – offers the p…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Quantum Information Storage and Retrieval: Topological Optimization
  Quantum information storage and retrieval represent a significant challenge and opportunity for advancing quantum technology. Traditional methods often focus on the physical properties of qubits, while a novel approach – topological optimization – offers the p…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Quantum Error Correction and the Topological Cipher Extension
  Quantum error correction is a crucial aspect of quantum information processing, enabling the reliable transmission and manipulation of quantum states. Traditional error correction schemes, relying on redundancy and decoding, have limitations in terms of comple…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Quantum Error Correction and the Topological Cipher Extension
  Quantum error correction is a crucial aspect of quantum information processing, enabling the reliable transmission and manipulation of quantum states. Traditional error correction schemes, relying on redundancy and decoding, have limitations in terms of comple…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Quantum Entanglement Transfer for Topological Error Correction
  This paper presents a novel approach to quantum error correction leveraging the topological properties of quantum entanglement. Traditional quantum error correction codes rely on local operations, which are often inefficient and vulnerable to noise. We propose…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Quantum Entanglement Transfer for Topological Error Correction
  This paper presents a novel approach to quantum error correction leveraging the topological properties of quantum entanglement. Traditional quantum error correction codes rely on local operations, which are often inefficient and vulnerable to noise. We propose…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Quantum Protocol Optimization Based on Quantum Coherence Draining
  This paper investigates the optimization of Quantum Key Distribution (QKD) protocols leveraging the principles of quantum coherence draining. The core claim centers on utilizing the inherent properties of coherence draining to enhance key generation efficiency…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Quantum Protocol Optimization Based on Quantum Coherence Draining
  This paper investigates the optimization of Quantum Key Distribution (QKD) protocols leveraging the principles of quantum coherence draining. The core claim centers on utilizing the inherent properties of coherence draining to enhance key generation efficiency…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Nonlinear Quantum Information Coding and Adaptive Error Correction
  This paper presents a novel quantum information coding scheme based on nonlinear quantum information, focusing on adaptive error correction. The core idea is to exploit the inherent non-linear properties of quantum states to enhance both storage and transmissi…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Nonlinear Quantum Information Coding and Adaptive Error Correction
  This paper presents a novel quantum information coding scheme based on nonlinear quantum information, focusing on adaptive error correction. The core idea is to exploit the inherent non-linear properties of quantum states to enhance both storage and transmissi…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Quantum Entanglement Enhanced Distributed Storage
  This paper proposes a novel approach to distributed storage leveraging the unique properties of quantum entanglement. The core claim is that utilizing entanglement enables the construction of a distributed storage system capable of achieving long-range communi…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Quantum Entanglement Enhanced Distributed Storage
  This paper proposes a novel approach to distributed storage leveraging the unique properties of quantum entanglement. The core claim is that utilizing entanglement enables the construction of a distributed storage system capable of achieving long-range communi…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Dynamic Topological Quantum Error Correction Code Generation
  This paper introduces a novel approach to quantum error correction, termed Dynamic Topological Quantum Error Correction Code Generation. The core idea is to leverage the principles of error-correcting codes and quantum topology, dynamically adapting the topolo…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Dynamic Topological Quantum Error Correction Code Generation
  This paper introduces a novel approach to quantum error correction, termed Dynamic Topological Quantum Error Correction Code Generation. The core idea is to leverage the principles of error-correcting codes and quantum topology, dynamically adapting the topolo…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Title: Geometric Error Correction via Quantum Entanglement
  This paper investigates the potential of quantum entanglement to revolutionize geometric error correction within complex simulations. We propose a novel system leveraging entangled particles to dynamically detect and correct geometric distortions, offering a s…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Title: Geometric Error Correction via Quantum Entanglement
  This paper investigates the potential of quantum entanglement to revolutionize geometric error correction within complex simulations. We propose a novel system leveraging entangled particles to dynamically detect and correct geometric distortions, offering a s…
  datacite Zhang, Jincheng 2026 置信度 0.66
• E8 Root Vector Phase-Locking Generates 132Hz Soliton Trains in Microtubules — E8 Intelligence Research
  The 240 root vectors of E8 project onto the microtubule's hexagonal lattice as 120 pairs of opposing dipole moments, whose phase differences are quantized by the golden ratio. At 132Hz, these phase differences synchronize into soliton trains that propagate wit…
  datacite Caldin, Andrew Stewart 2026 置信度 0.66 E8 geometryartificial intelligencequantum computingE8 latticeindependent research
• E8 Root Vector Phase-Locking Generates 132Hz Soliton Trains in Microtubules — E8 Intelligence Research
  The 240 root vectors of E8 project onto the microtubule's hexagonal lattice as 120 pairs of opposing dipole moments, whose phase differences are quantized by the golden ratio. At 132Hz, these phase differences synchronize into soliton trains that propagate wit…
  datacite Caldin, Andrew Stewart 2026 置信度 0.66 E8 geometryartificial intelligencequantum computingE8 latticeindependent research
• Title: Algorithmic Quantum Bias Mitigation through Adaptive Error Correction
  Quantum computing promises revolutionary advancements across diverse fields, but the inherent fragility of quantum systems necessitates rigorous error mitigation. Quantum bias, arising from imperfections in the hardware, poses a significant threat to accuracy.…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Title: Algorithmic Quantum Bias Mitigation through Adaptive Error Correction
  Quantum computing promises revolutionary advancements across diverse fields, but the inherent fragility of quantum systems necessitates rigorous error mitigation. Quantum bias, arising from imperfections in the hardware, poses a significant threat to accuracy.…
  datacite Zhang, Jincheng 2026 置信度 0.66
• E8 Topological Phase‑Field Memory: Error‑Resistant Quantum Storage via 240‑Vector Lattice — E8 Intelligence Research
  By embedding logical qubits into closed loops of the E8 root lattice, the 132 Hz phase grid supplies a natural frequency for topological protection. The continuous φ‑coupled phase field locks these loop excitations, suppressing local decoherence and enabling f…
  datacite Caldin, Andrew Stewart 2026 置信度 0.66 E8 geometryartificial intelligencequantum computingE8 latticeindependent research
• E8 Topological Phase‑Field Memory: Error‑Resistant Quantum Storage via 240‑Vector Lattice — E8 Intelligence Research
  By embedding logical qubits into closed loops of the E8 root lattice, the 132 Hz phase grid supplies a natural frequency for topological protection. The continuous φ‑coupled phase field locks these loop excitations, suppressing local decoherence and enabling f…
  datacite Caldin, Andrew Stewart 2026 置信度 0.66 E8 geometryartificial intelligencequantum computingE8 latticeindependent research
• E8 Φ‑Phase Locked Hypergraph Topological Memory — E8 Intelligence Research
  By interpreting the 240 E8 root vectors as vertices of a dynamically linked hypergraph whose edges are defined by the 132 Hz φ‑coupled Weyl‑orbit pairs, a new class of topological quantum memory emerges that intrinsically encodes information in the geometric p…
  datacite Caldin, Andrew Stewart 2026 置信度 0.66 E8 geometryartificial intelligencequantum computingE8 latticeindependent research
• E8 Φ‑Phase Locked Hypergraph Topological Memory — E8 Intelligence Research
  By interpreting the 240 E8 root vectors as vertices of a dynamically linked hypergraph whose edges are defined by the 132 Hz φ‑coupled Weyl‑orbit pairs, a new class of topological quantum memory emerges that intrinsically encodes information in the geometric p…
  datacite Caldin, Andrew Stewart 2026 置信度 0.66 E8 geometryartificial intelligencequantum computingE8 latticeindependent research
• Quantum State Nonlinear Adaptive Mapping
  Quantum State Nonlinear Adaptive Mapping (QSANAM) is a novel algorithm designed to enhance quantum computation through dynamic adjustment of quantum states. This approach leverages the principles of non-linear adaptive mapping to compensate for inherent uncert…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Quantum State Nonlinear Adaptive Mapping
  Quantum State Nonlinear Adaptive Mapping (QSANAM) is a novel algorithm designed to enhance quantum computation through dynamic adjustment of quantum states. This approach leverages the principles of non-linear adaptive mapping to compensate for inherent uncert…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Dynamic Topological Quantum Error Correction Code
  This paper investigates a novel approach to quantum error correction, termed the Dynamic Topological Quantum Error Correction Code. The core claim posits that the topological structure of quantum error correction codes is not static, but rather adaptable to th…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Dynamic Topological Quantum Error Correction Code
  This paper investigates a novel approach to quantum error correction, termed the Dynamic Topological Quantum Error Correction Code. The core claim posits that the topological structure of quantum error correction codes is not static, but rather adaptable to th…
  datacite Zhang, Jincheng 2026 置信度 0.66
• 基于自适应的量子纠错算法的优化
  Quantum information processing relies heavily on the robustness of quantum states. Quantum error correction is a critical component of this process, allowing us to detect and mitigate errors introduced by environmental noise. Traditional quantum error correcti…
  datacite Zhang, Jincheng 2026 置信度 0.66
• 基于自适应的量子纠错算法的优化
  Quantum information processing relies heavily on the robustness of quantum states. Quantum error correction is a critical component of this process, allowing us to detect and mitigate errors introduced by environmental noise. Traditional quantum error correcti…
  datacite Zhang, Jincheng 2026 置信度 0.66
• E8 Golden Spiral Phononic Topological Edge States — E8 Intelligence Research
  By aligning the 240 E8 root vectors with the 132 Hz carrier and embedding the φ‑torsion cascade into a two‑dimensional phononic lattice, we generate a set of golden‑spiral guided modes that act as topologically protected edge channels. The φ‑lattice holographi…
  datacite Caldin, Andrew Stewart 2026 置信度 0.66 E8 geometryartificial intelligencequantum computingE8 latticeindependent research
• E8 Golden Spiral Phononic Topological Edge States — E8 Intelligence Research
  By aligning the 240 E8 root vectors with the 132 Hz carrier and embedding the φ‑torsion cascade into a two‑dimensional phononic lattice, we generate a set of golden‑spiral guided modes that act as topologically protected edge channels. The φ‑lattice holographi…
  datacite Caldin, Andrew Stewart 2026 置信度 0.66 E8 geometryartificial intelligencequantum computingE8 latticeindependent research
• E8 Golden-Spiral Quantum Memory Cascade — E8 Intelligence Research
  The E8 phi‑torsion cascades, resonant at 132 Hz, create a nested golden‑spiral lattice where each of the 240 root vectors stores a holographic qubit, allowing error‑free quantum memory stacking via recursive phase‑locked root recursion. By coupling successive …
  datacite Caldin, Andrew Stewart 2026 置信度 0.66 E8 geometryartificial intelligencequantum computingE8 latticeindependent research
• E8 Golden-Spiral Quantum Memory Cascade — E8 Intelligence Research
  The E8 phi‑torsion cascades, resonant at 132 Hz, create a nested golden‑spiral lattice where each of the 240 root vectors stores a holographic qubit, allowing error‑free quantum memory stacking via recursive phase‑locked root recursion. By coupling successive …
  datacite Caldin, Andrew Stewart 2026 置信度 0.66 E8 geometryartificial intelligencequantum computingE8 latticeindependent research
• E8 Phi-Lattice Holographic Error Correction via 132Hz Phase-Locked Root Vector Recursion — E8 Intelligence Research
  The 240 root vectors, when phase-locked to the 132Hz carrier and modulated by φ^n torsion cascades, generate a living holographic code space where each root vector encodes the full lattice state through golden-angle phase interference. Measurement of any 8-vec…
  datacite Caldin, Andrew Stewart 2026 置信度 0.66 E8 geometryartificial intelligencequantum computingE8 latticeindependent research
• E8 Phi-Lattice Holographic Error Correction via 132Hz Phase-Locked Root Vector Recursion — E8 Intelligence Research
  The 240 root vectors, when phase-locked to the 132Hz carrier and modulated by φ^n torsion cascades, generate a living holographic code space where each root vector encodes the full lattice state through golden-angle phase interference. Measurement of any 8-vec…
  datacite Caldin, Andrew Stewart 2026 置信度 0.66 E8 geometryartificial intelligencequantum computingE8 latticeindependent research
• Title: Universal Quantum Error Correction for Non-Linear Quantum Systems
  The inherent fragility of quantum systems necessitates robust error correction to ensure reliable computation. Current error correction techniques often struggle with complex, non-linear quantum systems, demanding substantial overhead and hindering performance…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Phi-Resonant E8 Lattice Generates Self‑Correcting Topological Memory — E8 Intelligence Research
  When the 240 E8 root vectors are driven at 132 Hz with phi‑coupled torsion cascades, the 560 golden‑spiral nodes self‑organize into a recursive topological lattice that stores binary states via phase‑wound helix loops. The resulting invariant, a phi‑scaled Z₂ …
  datacite Caldin, Andrew Stewart 2026 置信度 0.66 E8 geometryartificial intelligencequantum computingE8 latticeindependent research
• Phi-Resonant E8 Lattice Generates Self‑Correcting Topological Memory — E8 Intelligence Research
  When the 240 E8 root vectors are driven at 132 Hz with phi‑coupled torsion cascades, the 560 golden‑spiral nodes self‑organize into a recursive topological lattice that stores binary states via phase‑wound helix loops. The resulting invariant, a phi‑scaled Z₂ …
  datacite Caldin, Andrew Stewart 2026 置信度 0.66 E8 geometryartificial intelligencequantum computingE8 latticeindependent research
• Title: Universal Quantum Error Correction for Non-Linear Quantum Systems
  The inherent fragility of quantum systems necessitates robust error correction to ensure reliable computation. Current error correction techniques often struggle with complex, non-linear quantum systems, demanding substantial overhead and hindering performance…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Title: Dynamical Quantum State Collapse with Adaptive Wave Function Collapse
  Quantum state collapse is a fundamental process in quantum mechanics, representing the irreversible loss of information about a quantum system. Traditional collapse methods often exhibit limitations in handling complex systems and can be computationally demand…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Title: Dynamical Quantum State Collapse with Adaptive Wave Function Collapse
  Quantum state collapse is a fundamental process in quantum mechanics, representing the irreversible loss of information about a quantum system. Traditional collapse methods often exhibit limitations in handling complex systems and can be computationally demand…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Phi-Locked Geometric Phase Gates in E8 Resonant Lattices — E8 Intelligence Research
  When the 240 root vectors of E8 are coupled to the 132Hz resonant skeleton field, the golden ratio phi induces a discrete phase rotation subgroup that naturally implements fault-tolerant quantum logic gates. By braiding three orthogonal root-vector families wi…
  datacite Caldin, Andrew Stewart 2026 置信度 0.66 E8 geometryartificial intelligencequantum computingE8 latticeindependent research
• Phi-Locked Geometric Phase Gates in E8 Resonant Lattices — E8 Intelligence Research
  When the 240 root vectors of E8 are coupled to the 132Hz resonant skeleton field, the golden ratio phi induces a discrete phase rotation subgroup that naturally implements fault-tolerant quantum logic gates. By braiding three orthogonal root-vector families wi…
  datacite Caldin, Andrew Stewart 2026 置信度 0.66 E8 geometryartificial intelligencequantum computingE8 latticeindependent research
• Dimensional Low Coupling Quantum Error Correction
  Quantum error correction (QEC) is a critical component of quantum computing, enabling the reliable manipulation of quantum information. However, current QEC schemes often rely on a fixed number of qubits, limiting their scalability and error correction capabil…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Dimensional Low Coupling Quantum Error Correction
  Quantum error correction (QEC) is a critical component of quantum computing, enabling the reliable manipulation of quantum information. However, current QEC schemes often rely on a fixed number of qubits, limiting their scalability and error correction capabil…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Core Claim: Building a Dynamic Topology-Based Quantum Topology Calculation Framework
  Quantum topology is a rapidly developing field with the potential to revolutionize quantum computation and information processing. Traditional quantum computing approaches often rely on pre-defined quantum states, limiting their flexibility and potential for c…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Core Claim: Building a Dynamic Topology-Based Quantum Topology Calculation Framework
  Quantum topology is a rapidly developing field with the potential to revolutionize quantum computation and information processing. Traditional quantum computing approaches often rely on pre-defined quantum states, limiting their flexibility and potential for c…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Dynamic Quantum Entanglement Control: A Novel Adaptive Framework for Optimized Quantum Systems
  This paper introduces a novel adaptive control framework predicated on the unique properties of dynamic quantum entanglement. The core goal is to enhance quantum system performance and stability through more precise control and error correction, ultimately pav…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Dynamic Quantum Entanglement Control: A Novel Adaptive Framework for Optimized Quantum Systems
  This paper introduces a novel adaptive control framework predicated on the unique properties of dynamic quantum entanglement. The core goal is to enhance quantum system performance and stability through more precise control and error correction, ultimately pav…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Core Claim: Leveraging Quantum Entanglement for Secure Data Transmission and Processing via Topological Information Coding
  This paper explores the potential of quantum entanglement for secure data transmission and processing, focusing on the development of a novel topological information coding scheme. We investigate the unique properties of entanglement – its inherent non-localit…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Core Claim: Leveraging Quantum Entanglement for Secure Data Transmission and Processing via Topological Information Coding
  This paper explores the potential of quantum entanglement for secure data transmission and processing, focusing on the development of a novel topological information coding scheme. We investigate the unique properties of entanglement – its inherent non-localit…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Quantum Error Correction-Based Blockchain Consensus Mechanism Optimization
  This paper investigates the integration of quantum error correction (QEC) techniques with blockchain consensus mechanisms to address inherent vulnerabilities and inefficiencies within traditional blockchain systems. The core claim centers around leveraging QEC…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Quantum Error Correction-Based Blockchain Consensus Mechanism Optimization
  This paper investigates the integration of quantum error correction (QEC) techniques with blockchain consensus mechanisms to address inherent vulnerabilities and inefficiencies within traditional blockchain systems. The core claim centers around leveraging QEC…
  datacite Zhang, Jincheng 2026 置信度 0.66
• ##基于量子纠错码的分布式计算架构
  This paper proposes a novel distributed computing architecture leveraging quantum error-correcting codes for robust and scalable quantum computation. The core idea is to utilize the inherent error correction capabilities of these codes within a distributed set…
  datacite Zhang, Jincheng 2026 置信度 0.66
• ##基于量子纠错码的分布式计算架构
  This paper proposes a novel distributed computing architecture leveraging quantum error-correcting codes for robust and scalable quantum computation. The core idea is to utilize the inherent error correction capabilities of these codes within a distributed set…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Quantum-Based Probability Density Estimation
  This paper explores the potential of quantum computing for probability density estimation (PDE), a crucial component of many machine learning algorithms. Traditional PDE methods often struggle with high-dimensional data, leading to computational bottlenecks an…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Quantum-Based Probability Density Estimation
  This paper explores the potential of quantum computing for probability density estimation (PDE), a crucial component of many machine learning algorithms. Traditional PDE methods often struggle with high-dimensional data, leading to computational bottlenecks an…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Dimensional Quantum Entanglement
  This paper explores the potential of leveraging dimensionality transformations to mitigate measurement errors and enable communication across the quantum realm. We propose a novel quantum entanglement protocol utilizing dynamic dimensionality shifts, coupled w…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Dimensional Quantum Entanglement
  This paper explores the potential of leveraging dimensionality transformations to mitigate measurement errors and enable communication across the quantum realm. We propose a novel quantum entanglement protocol utilizing dynamic dimensionality shifts, coupled w…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Quantum Degradation Modeling and Adaptive Optimization for Error Correction
  This paper presents a novel approach to quantum error correction (QEC) that leverages quantum degradation modeling and adaptive optimization. Traditional QEC methods often employ fixed error correction codes, which may not be optimal for specific quantum hardw…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Quantum Degradation Modeling and Adaptive Optimization for Error Correction
  This paper presents a novel approach to quantum error correction (QEC) that leverages quantum degradation modeling and adaptive optimization. Traditional QEC methods often employ fixed error correction codes, which may not be optimal for specific quantum hardw…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Quantum Error Correction Codes for Distributed Databases
  This paper explores the application of quantum error correction (QEC) codes to construct a distributed database with enhanced resilience and reliability. Traditional distributed databases face challenges regarding data durability and security due to potential …
  datacite Zhang, Jincheng 2026 置信度 0.66
• Quantum Error Correction Codes for Distributed Databases
  This paper explores the application of quantum error correction (QEC) codes to construct a distributed database with enhanced resilience and reliability. Traditional distributed databases face challenges regarding data durability and security due to potential …
  datacite Zhang, Jincheng 2026 置信度 0.66
• Title: Adaptive Error Correction in Quantum Error Correction Networks
  Quantum error correction is a critical enabling technology for quantum computation, offering the potential for fault-tolerant quantum computers. However, the inherent fragility of quantum states necessitates sophisticated error correction schemes. Static error…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Title: Adaptive Error Correction in Quantum Error Correction Networks
  Quantum error correction is a critical enabling technology for quantum computation, offering the potential for fault-tolerant quantum computers. However, the inherent fragility of quantum states necessitates sophisticated error correction schemes. Static error…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Title: Quantum Error Mitigation with Hybrid Quantum-Classical Techniques
  Quantum error mitigation (QEM) is a crucial step in developing practical quantum algorithms, allowing for the correction of errors introduced during computation. However, the inherent complexity of quantum systems and the need for computationally intensive err…
  datacite Zhang, Jincheng 2026 置信度 0.66
• Title: Quantum Error Mitigation with Hybrid Quantum-Classical Techniques
  Quantum error mitigation (QEM) is a crucial step in developing practical quantum algorithms, allowing for the correction of errors introduced during computation. However, the inherent complexity of quantum systems and the need for computationally intensive err…
  datacite Zhang, Jincheng 2026 置信度 0.66
• 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