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🩺 Quantum-classical Bayesian neural networks are not only long enough to be a title all their own, but taking on a challenging medical dataset. Talk about ambitious.
Welcome to the Quantum Realm.
Quantum tech has been busy — think taming DNA data, prepping for quantum encryption, and launching satellites. 📡
🗓️ THIS WEEK
Wednesday, June 5 - Friday, June 14 | IBM Quantum Challenge 2024 — Register here!
Thursday, June 13 | A Survey of Quantum Resource Estimation Tools
📰 NEWS QUICK BYTES
🧬 Quantum Leap in DNA Data Management with Federated Learning: Traditional supercomputers can't keep up with the massive volume of DNA data. Zaiku, the National Quantum Computing Centre, and Oxford Quantum Circuits are tackling this with a hybrid classical-quantum federated learning approach to handle big biomedical datasets securely. Early implementations like OQC Lucy’s 8-qubit QPU show promising improvements in genetic data analysis.
🔒 Preparing for the Quantum Encryption Challenge: MITRE advises the next U.S. administration to prep for quantum computing's potential to crack current encryption methods. The focus should be on quantum computing advancements, critical infrastructure protection, and a zero trust framework. Quantum computing is expected within 3-5 years, so readiness is key.
💡 Berkeley Lab's Breakthrough in Scalable Quantum Computing: Berkeley Lab has developed a method using a femtosecond laser to create precise telecom-band optical qubits in silicon. This advance has major implications for quantum networking and computing in using existing silicon infrastructure to solve complex problems faster than current supercomputers.
🔬 Quantum Alliance in Material Innovations with OTI Lumionics and Nord Quantique: OTI Lumionics and Nord Quantique are using quantum simulations for advanced material development. Nord Quantique's quantum error correction and OTI Lumionics' materials expertise are teaming up for efficient, cost-effective innovations, with support from a $2M CAD NGen grant.
🚀 Fast-Tracking Quantum Computing: Riverlane, with a commitment to making quantum computing practical sooner, joins Tech Nation’s Future Fifty. They're developing a quantum error correction stack to perform trillions of error-free operations, with potential impacts on healthcare, climate science, and chemistry.
🛰️ Canada's First Quantum Satellite Ready for Launch: After years of R&D, Dr. Thomas Jennewein’s team at the Institute for Quantum Computing has a quantum source ready for the Quantum Encryption and Science Satellite. This Canada-UK collaboration will test quantum key distribution in space.
🎓 IonQ and SCQ Launch Quantum Computing Training Series: IonQ and South Carolina Quantum kick off the Faculty & Researcher Learning Series to encourage quantum tech adoption in academia and business. Free expert-led training at Clemson University will help integrate quantum computing into coursework.
☕️ FRESHLY BREWED RESEARCH
Feasibility of accelerating homogeneous catalyst discovery with fault-tolerant quantum computers: Fault-tolerant quantum computers may be used to accelerate the discovery of homogeneous catalysts for nitrogen fixation. By using quantum phase estimation and comparing quantum and classical computational methods, the study demonstrates the potential economic and computational advantages of quantum algorithms, and ultimately suggests that quantum computing could improve catalyst design and efficiency in chemical manufacturing. Breakdown here.
Building Continuous Quantum-Classical Bayesian Neural Networks for a Classical Clinical Dataset: A quantum-classical Bayesian neural network is proposed for uncertainty-aware classification of medical ultrasound images, combining a classical convolutional neural network with a quantum circuit to generate continuous stochastic weights. The hybrid model improves the reliability of uncertainty estimation, showing a significant confidence gap between correctly and incorrectly identified samples compared to classical benchmarks. Breakdown here.
Full-Permutation Dynamical Decoupling in Triple-Quantum-Dot Spin Qubits: A full-permutation dynamical decoupling technique is applied to triple-quantum-dot spin qubits and shown to improve qubit coherence and error suppression. The technique cyclically exchanges spins to mitigate low-frequency noise and errors from miscalibration.
Schrödinger as a Quantum Programmer: A quantum algorithm is used to quantify and test the separability of bipartite quantum states using the concept of quantum steering. The proposed variational quantum steering algorithm uses parameterized unitary circuits and classical optimization techniques to approximate separability tests, showing favorable convergence properties on quantum simulators and establishing a meaningful connection between quantum steering, entanglement, and quantum computational complexity theory.
Quantum-inspired language models based on unitary transformation: Quantum language models use quantum mechanics principles for natural language processing but struggle with modeling the dynamic evolution of sentence semantics. This paper introduces a Quantum-inspired language model which incorporates a unitary transformation module to address this issue and integrate temporal order and semantic information. QLM-UT outperformed both real-valued and complex-valued QLMs in question-answering and text classification tasks.
UNTIL TOMORROW.
How many qubits was today's newsletter? |
BREAKDOWN
Feasibility of accelerating homogeneous catalyst discovery with fault-tolerant quantum computers
🔍️ SIGNIFICANCE:
A challenge in chemical manufacturing is the efficient production of chemicals with reduced energy and raw material consumption. By using quantum computers, ground-state energy estimation tasks can be performed that are economically valuable and otherwise computationally intensive on classical systems.
🧪 METHODOLOGY:
A utility-driven benchmarking methodology is used to evaluate quantum resources for quantum phase estimation algorithms. It introduces a set of ground-state energy estimation problems that are representative of the calculations needed for discovering homogeneous catalysts.
The study focuses on three realistic systems for nitrogen fixation: the Schrock catalyst, bridged dimolybdenum complex, and molybdenum pincer. Each system is examined through various computational tasks including energy estimations for different molecular states.
The performance of classical methods, such as coupled cluster and DMRG, is analyzed. These methods are used as benchmarks to compare the effectiveness and efficiency of quantum algorithms.
Logical and physical resource estimates are provided for implementing QPE on fault-tolerant quantum devices. This involves calculating the number of logical qubits, Toffoli gates, and the necessary runtime, considering various error sources and algorithmic parameters.
📊 OUTCOMES & OUTLOOK:
The study estimates the economic utility of the computational tasks, such as the catalytic cycle for generating cyanate anion from dinitrogen, to be significant. The required quantum runtime for these tasks is found to be 139,000 QPU-hours on a fault-tolerant superconducting device, which is substantially lower than the 400,000 CPU-hours required for equivalent classical DMRG calculations.
The research concludes that, with continued development, it will be feasible for fault-tolerant quantum computers to accelerate the discovery of homogeneous catalysts. This is supported by the logical and physical resource estimates, which suggest that quantum methods can potentially outperform classical methods in terms of both accuracy and computational cost.
Source: Nicole Bellonzi and Alexander Kunitsa and Joshua T. Cantin and Jorge A. Campos-Gonzalez-Angulo and Maxwell D. Radin and Yanbing Zhou and Peter D. Johnson and Luis A. Martínez-Martínez and Mohammad Reza Jangrouei and Aritra Sankar Brahmachari and Linjun Wang and Smik Patel and Monika Kodrycka and Ignacio Loaiza and Robert A. Lang and Alán Aspuru-Guzik and Artur F. Izmaylov and Jhonathan Romero Fontalvo and Yudong Cao. Feasibility of accelerating homogeneous catalyst discovery with fault-tolerant quantum computers. arXiv quant-ph. (2024). https://doi.org/10.48550/arXiv.2406.06335
BREAKDOWN
Building Continuous Quantum-Classical Bayesian Neural Networks for a Classical Clinical Dataset
DALL-E
🔍 SIGNIFICANCE:
A proposed quantum-classical Bayesian neural network can perform uncertainty-aware classification on medical datasets, which is applicable for applications requiring high reliability, such as diagnosing diseases from medical images. This approach advances the trustworthiness of AI models in the medical sector by increasing the gap in confidence between correctly and incorrectly identified samples compared to classical models.
The differentiation from previous methods lies in the combination of a classical convolutional neural network for image processing with a quantum circuit generating stochastic weights within a Bayesian learning framework. Previous work has demonstrated the potential of hybrid quantum-classical models, but this study innovates by: allowing the quantum circuit to generate continuous rather than binary stochastic weights, and conducting a comprehensive study of various parameterized quantum circuit architectures to determine the most effective design for improving model uncertainty and reliability.
🧪 METHODOLOGY:
The QCBNN consists of a classical CNN for processing ultrasound images and a quantum circuit for generating stochastic weights. The quantum circuit's role is to sample from a continuous distribution to generate weights, which is different from previous approaches that used discrete distributions.
The model was tested on the BreastMNIST dataset, which includes breast ultrasound images classified into malignant and non-malignant categories. This dataset is challenging due to its small size and class imbalance which makes it suitable for evaluating the model's uncertainty estimation capabilities.
The model uses Bayesian learning with variational inference and adversarial training. The quantum circuit generates weights through a parameterized quantum circuit, which introduces classical noise and a post-processing layer to produce continuous weights.
Multiple PQC architectures were tested, including designs from the literature and custom-built architectures with different embedding and entangling layers; the purpose being to identify which architectural features most significantly impact performance and uncertainty estimation.
📊 OUTCOMES & OUTLOOK:
The QCBNN models showed varying degrees of success in predictive performance. Custom architectures with trainable entangling layers and constrained rotation gates performed better than those with fixed parameters, demonstrating the importance of flexible PQC designs.
The models exhibited a higher gap in confidence between correctly and incorrectly identified samples compared to classical benchmarks. This increased uncertainty awareness is important for applications in medical AI where reliable uncertainty estimation is essential.
The study identified that PQCs with more expressive weight distributions tend to perform better. Additionally, custom PQC designs that allowed for more flexible entangling strategies outperformed those with rigid structures.
These results suggest that integrating quantum computing with classical Bayesian neural networks can enhance the reliability of AI models in fields requiring high certainty, such as medical diagnostics. Further research is encouraged to refine these architectures and explore their application to larger and more diverse datasets.
Source: Sakhnenko, Alona and Sikora, Julian and Lorenz, Jeanette Miriam. Building Continuous Quantum-Classical Bayesian Neural Networks for a Classical Clinical Dataset. arXiv quant-ph. (2024). https://doi.org/10.48550/arXiv.2406.06335
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