New pre-print from PhD student Hang Zou on warm-starting the variational quantum eigensolver using flows: Flow-VQE! Flow-VQE is parameter transfer on steroids: it learns how to solve a family of related problems, dramatically reducing the aggregate compute cost! The cost-advantages from from the embedding of a generative model into the VQE optimization loop, and learning it via preference based optimization, alleviating the need to evaluate gradients of the quantum circuit. Flow-VQE outperforms baseline optimization algorithms, achieving computational accuracy with fewer circuit evaluations (up to 100x improvement) and in the warm-start context of new systems, accelerates subsequent fine-tuning by up to 50x compared to HF initialization. Curious to read more about the experiments and the method? Check out the pre-print here: https://lnkd.in/dcYDGRBf Code will follow soon. Feedback and input very welcome! Collaboration with Anton Frisk Kockum and Martin Rahm
Minimizing Computational Costs for Quantum Testing
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Summary
Minimizing computational costs for quantum testing means finding ways to perform quantum experiments and simulations with fewer calculations, measurements, and resources. This is important because quantum computers are expensive to run and often produce noisy results, so smarter techniques help researchers get accurate insights without unnecessary expense.
- Streamline circuit design: Choose methods that use shorter or more efficient quantum circuits to reduce the time and resources needed for testing.
- Bundle tasks smartly: Combine multiple circuit variations or testing iterations into fewer execution tasks to cut down on overall costs and speed up the process.
- Transfer learned knowledge: Apply results or learned models from previous experiments to new, related tasks so you avoid starting from scratch and save computing effort.
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❓ Ever wondered how Neural Networks (NNs) could revolutionize #quantum research? #NeuralNetworks aren't just transforming #AI —they're also pivotal in the quantum realm! In the work entitled "Parameter Estimation by Learning Quantum Correlations in Continuous Photon-Counting Data Using Neural Networks." Quantinuum proudly collaborated with global partners, such as the Universidad Autónoma de Madrid, Chalmers University of Technology, and the University of Michigan, uniting expertise from every corner of the world. 🌍 https://lnkd.in/gj8qttdN 🔍 Key Findings: 1️⃣ The study introduces a novel inference method employing artificial neural networks for quantum probe parameter estimation. 2️⃣ This method leverages quantum correlations in discrete photon-counting data, offering a fresh perspective compared to existing techniques focusing on diffusive signals. 3️⃣ The approach achieves performance on par with Bayesian inference - renowned for its optimal information retrieval capability - yet does so at a fraction of the computational cost. 4️⃣ Beyond efficiency, the method stands robust against imperfections in measurement and training data. 5️⃣ Potential applications span from quantum sensing and imaging to precise calibration tasks in laboratory setups. 🤔 Curious About the Unknowns? The authors are sharing EVERYTHING on Zenodo! 🎉 The codes used to generate these results, including the proposed NN architectures as TensorFlow models, are available here https://lnkd.in/gVdzJycM as well as all the data necessary to reproduce the results openly available here: https://lnkd.in/gVdzJycM Enrico Rinaldi, Manuel González Lastre, Sergio Garcia Herreros, Shahnawaz Ahmed, Maryam Khanahmadi, Franco Nori, and Carlos Sánchez Muñoz
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It is no secret that the number one killer of anything useful in near-term quantum computing (i.e., before error correction) for quantum simulations is circuit depth. As the system gets bigger and more complicated, the required circuit gets deeper—until the device is mostly producing noise instead of useful signal. In our recent Q-SENSE method ( https://lnkd.in/gRCJQGnZ ), we tackle this by writing the wavefunction as a linear combination of short-depth circuits (a subspace expansion), instead of one huge, fragile circuit. Anyone who has ever done subspace expansion knows the catch: it usually kills you on measurement cost because you need many Hamiltonian matrix elements. In Q-SENSE, we use seniority symmetries so that most Hamiltonian terms don’t couple our symmetry-adapted states. The result: a dramatic reduction in measurements—in our benchmarks, the cost is lower than a single VQE cycle for the same systems. #quantumcomputing, #quantumphysics, #quantumchemistry
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> Sharing Resource < Interesting: "TreeVQA: A Tree-Structured Execution Framework for Shot Reduction in Variational Quantum Algorithms" by Yuewen Hou, Dhanvi Bharadwaj, Gokul Subramanian Ravi Abstract: Variational Quantum Algorithms (VQAs) are promising for near- and intermediate-term quantum computing, but their execution cost is substantial. Each task requires many iterations and numerous circuits per iteration, and real-world applications often involve multiple tasks, scaling with the precision needed to explore the application's energy landscape. This demands an enormous number of execution shots, making practical use prohibitively expensive. We observe that VQA costs can be significantly reduced by exploiting execution similarities across an application's tasks. Based on this insight, we propose TreeVQA, a tree-based execution framework that begins by executing tasks jointly and progressively branches only as their quantum executions diverge. Implemented as a VQA wrapper, TreeVQA integrates with typical VQA applications. Evaluations on scientific and combinatorial benchmarks show shot count reductions of 25.9×on average and over 100× for large-scale problems at the same target accuracy. The benefits grow further with increasing problem size and precision requirements. Link: https://lnkd.in/e9kkZZX5 #quantumcomputing #quantummachinelearning #research #paper
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🚀 New blog looking at quantum error mitigation techniques using Unitary Foundation's Mitiq toolkit and Amazon Braket's Program Sets feature, supported by a 30-qubit experiment on Rigetti Computing's Ankaa-3 QPU that demonstrated a 12x reduction in error and an 86x reduction in task costs. Today's quantum computers are noisy, and getting useful results from them requires clever techniques to separate signal from noise. Error mitigation is one of the most important practical tools researchers have right now, but it typically means running many circuit variations, which drives up cost and execution time. This work shows how Braket's Program Sets feature let you bundle all those circuit variations into far fewer tasks, slashing costs dramatically while still achieving major accuracy improvements. The Braket Examples repo now includes Mitiq-compatible executors and notebooks covering each technique individually and in composite workflows. Big thanks to Scott Smart, Nate Stemen, Ishaan Lyngdoh Pakrasi, Péter Kómár, and Yi-Ting (Tim) Chen Chen for building these tools and making error mitigation more accessible and cost-effective for the quantum community. 📄 https://lnkd.in/gc8QsX6n 👋 Mike Piech Rebecca Malamud Ben Castanon William Zeng Travis Scholten Nathan Shammah Jordan Sullivan Liz Durst Peter Karalekas Ryan LaRose #QuantumComputing #AWS #AmazonBraket #QuantumResearch #ErrorMitigation #Rigetti #Mitiq #QuantumErrorMitigation
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