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- Quantum Genetic Negative SelectionQuantum Genetic Negative Selection Algorithm (QGNSA) methodology for anomaly detection using quantum-enhanced evolutionary optimizationVotes: 0GitHub stars: 3
- Quantum FinanceQuantum computing applications in finance: portfolio optimization, option pricing, risk management, financial simulations, and quantum economics using quantum algorithms (QAOA, quantum annealing, quantum Monte Carlo, amplitude estimation, entangled neural traders). Use for quantum finance research, NISQ-era financial applications, quantum advantage analysis in derivatives/derivatives pricing, and economic action constants.Votes: 0GitHub stars: 3
- Quantum Finance AnalysisQuantum computing applications in finance and economics. Use when analyzing quantum portfolio optimization, quantum Monte Carlo for risk, quantum game theory, option pricing with quantum algorithms. Keywords: quantum finance, quantum portfolio, quantum Monte Carlo, quantum risk, quantum economics, quantum game theory, QAOA portfolio, quantum annealing finance.Votes: 0GitHub stars: 3
- Quantum Fault Tolerance VerificationQuantum fault-tolerance verification methodology using symbolic execution for quantum error correction codes. Formal verification framework for proving fault-tolerance properties of QECC implementations. Use when analyzing quantum error correction, verifying fault-tolerance properties, or implementing quantum programs. Activation: quantum fault tolerance, QECC verification, quantum error correction, quantum symbolic execution.Votes: 0GitHub stars: 3
- Quantum Error Correction MethodsReusable patterns from quantum error correction research. Covers RL-controlled QEC, fault-tolerant architectures, neutral-atom systems, Bacon-Shor codes, and loss-biased codes. Use when analyzing QEC papers, designing fault-tolerant quantum systems, selecting error correction codes, or comparing QEC approaches.Votes: 0GitHub stars: 3
- Quantum Enhanced Svm Financial PredictionHybrid quantum-classical SVM methodology using quantum kernel methods for financial market prediction and pattern recognition in high-dimensional data. Use when building quantum ML models for financial forecasting, market prediction, or trading strategy optimization.Votes: 0GitHub stars: 3
- Quantum Distributed Database SearchLow-depth distributed quantum search algorithms for unordered database lookup. Splits Grover search across distributed quantum nodes to reduce circuit depth and NISQ noise. Use when implementing distributed quantum computing for database search, optimizing Grover algorithm circuit depth, or designing low-depth exact quantum search on NISQ hardware.Votes: 0GitHub stars: 3
- Quantum Control EngineeringEngineering patterns for reliable, efficient quantum control systems. Covers pulse-level gate optimization, real-time closed-loop QEC, dynamic decoder scheduling, physics-informed LLM control, and thermodynamic control optimization. Use when designing quantum control architectures, optimizing gate implementations, building real-time error correction systems, or managing quantum resource allocation. Keywords: quantum control, pulse optimization, QEC scheduling, fault-tolerant control, FPGA qua...Votes: 0GitHub stars: 3
- Quantum Compiler RoutingQuantum compiler qubit mapping and routing methodology for scalable quantum circuit compilation. Covers position graph abstraction, heuristic mapper optimization (SABRE), memoized congestion resolution, and architecture-aware compilation for heterogeneous quantum hardware including TI-QCCD (Trapped-Ion Quantum Charge-Coupled Device) systems. Use when: implementing quantum compilers, designing qubit mapping and routing algorithms, optimizing quantum circuit compilation for specific hardware ar...Votes: 0GitHub stars: 3
- Quantum Ai PatternsReusable research patterns at the intersection of quantum computing and artificial intelligence. Use when analyzing quantum machine learning papers, designing hybrid quantum-classical systems, or extracting architectural patterns from quantum-AI research. Covers QNN design, distributed quantum computing, AI-assisted error correction, and continuous-time quantum models. Triggers: quantum machine learning, QNN, quantum neural network, hybrid quantum-classical, quantum AI patterns, distributed q...Votes: 0GitHub stars: 3
- Quality Factor Oscillator Information CarriersQuality-factor screen for biological oscillator carriers.Votes: 0GitHub stars: 3
- Qsp Control QuantumQuantum Signal Processing (QSP) framework for analytical quantum control of qubit-oscillator systems. Use when designing quantum control protocols, mitigating cross-Kerr interactions, constructing Fock-state-selective operators, or mapping control problems to QSP form. Triggers: QSP control, quantum signal processing control, qubit-oscillator control, Fock state manipulation, cross-Kerr mitigation, analytical quantum control, Jaynes-Cummings QSP.Votes: 0GitHub stars: 3
- Qnn Option Pricing NisqQuantum Neural Network (QNN) approach for option pricing on NISQ hardware - methodology for implementing quantum derivative pricing across multiple quantum processors, benchmarking cross-platform performance, and approximating Black-Scholes-Merton pricing functions using QNNs. arXiv: 2604.19832Votes: 0GitHub stars: 3
- Qkan Quantum Kolmogorov ArnoldQKAN (Quantum Kolmogorov-Arnold Networks) methodology for quantum machine learning. Implements quantum neural networks using block-encodings and quantum singular value transformation. Use when working with quantum ML models, quantum function approximation, or multivariate state preparation. Activation: QKAN, quantum Kolmogorov Arnold, quantum neural networks, quantum ML.Votes: 0GitHub stars: 3
- Qaoa Manifold OptimizationRiemannian manifold optimization techniques for enhancing QAOA performance on NISQ devices. Leverages intrinsic geometric structure to address nonconvexity of QAOA objective function and overcome challenges with traditional gradient descent optimizers. Use when optimizing QAOA parameters, dealing with barren plateaus, or improving quantum optimization convergence.Votes: 0GitHub stars: 3
- Plaquette Ftqc Hardware DesignHardware-aware design platform for fault-tolerant quantum computers (FTQCs). Computes logical performance from device physics using Kraus operators, Hamiltonian-Lindblad dynamics, and quantum channels across four sampler classes.Votes: 0GitHub stars: 3
- Piqc Distributed Quantum ComputingScalable distributed quantum computing architecture using photonic integration of designed molecular quantum nodes. Combines solid-state spin defects in diamond (NV/SiV centers) with nanophotonic waveguide networks for entanglement distribution. Applies systems engineering principles to quantum network design with modular, scalable architectures.Votes: 0GitHub stars: 3
- Photonic Qnn Algorithmic AdvantageAlgorithmic advantage of gate-based photonic quantum neural networks over classical ANNs. Use when comparing QNN vs ANN performance, evaluating quantum neural network expressivity via effective dimension, designing photonic quantum classifiers, or analyzing parameter efficiency of variational quantum circuits. Covers effective dimension analysis, photonic qubit implementation, and benchmarking QNN convergence. Activation: photonic QNN, quantum neural network advantage, effective dimension QNN...Votes: 0GitHub stars: 3
- Phase Based Spatial Ordinal Patterns Oscillatory DynamicsPhase-based spatial ordinal patterns analysis.Votes: 0GitHub stars: 3
- Parameter Efficient Quantum MtlParameter-efficient Quantum Multi-task Learning (QMTL) methodology. Replaces conventional task-specific linear heads with fully quantum prediction heads in hybrid architectures. Quantum head parameters scale linearly with task count vs quadratic for classical heads. Use when designing multi-task learning systems for medical imaging, NLP, or multimodal tasks with constrained parameter budgets.Votes: 0GitHub stars: 3
- Optimal Stellar Rank Photon CatalysisMethodology for provably optimal generation of non-Gaussian quantum states (squeezed cat states) via photon catalysis, characterized using stellar rank formalism — enables systematic comparison of fidelity against theoretical maximum for given non-Gaussian resources.Votes: 0GitHub stars: 3
- On The Limitations Of Representing Functions On Sets**arXiv ID:** 1901.09006 **Authors:** Edward Wagstaff, Fabian B. Fuchs, Martin Engelcke, Ingmar Posner, Michael Osborne **Published:** 2019-01-25T18:11:52Z **Abstract:** Recent work on the representation of functions on sets has considered the use of summation in a latent space to enforce permutation invariance. In particular, it has been conjectured that the dimension of this latent space may remain fixed as the cardinality of the sets under consideration increases. However, we demonstrate t...Votes: 0GitHub stars: 3
- Ntt Accelerator PqcHigh-performance NTT accelerator design for post-quantum cryptography (PQC). Novel redundant number representation eliminates conditional corrections for Montgomery modulo multiplication and combined subtract-multiply operations.Votes: 0GitHub stars: 3
- Non Hermitian Gnw ConsciousnessNon-Hermitian potential well formalism for the subliminal-preconscious-conscious processing hierarchy in the Global Neuronal Workspace. Uses nonlinear Schrödinger-type equation in imaginary time with non-Hermitian, non-normal Hamiltonian to model conscious access as bound state emergence. Activation: GNW, consciousness, non-Hermitian, neural field theory, bound states, sensory processing hierarchy, cloud functions, global neuronal workspace.Votes: 0GitHub stars: 3