Qubit-Based Framework for Quantum Machine Learning: Bridging Classical Data and Quantum Algorithms
원문 초록
This paper dives into the exciting and rapidly growing field of quantum computing, explaining its core ideas, current progress, and how it could revolutionize the way we solve complex problems. It starts by breaking down the basics, like qubits, quantum circuits, and how principles like superposition and entanglement make quantum computers fundamentally different-and far more powerful for certain tasks-than the classical computers we use today. We also explore how quantum computing deals with complex problems and why it is uniquely suited for challenges classical systems struggle to handle. A big part of this paper focuses on Quantum Machine Learning (QML), where the strengths of quantum computing meet the world of artificial intelligence. By processing massive datasets and optimizing intricate algorithms, quantum systems offer new possibilities for machine learning. We highlight different approaches to combining quantum and classical computing, showing how they can work together to produce faster and more accurate results. Additionally, we explore the tools and platforms available-like TensorFlow Quantum, Qiskit and PennyLane-that are helping researchers and developers bring these theories to life. Of course, quantum computing has its hurdles. Challenges like scaling up hardware, correcting errors, and keeping qubits stable are significant roadblocks. Yet, with rapid advancements in cloud-based platforms and innovative technologies, the potential of quantum computing feels closer than ever. This paper aims to offer readers a clear and comprehensive introduction to quantum computing, its role in machine learning, and the immense possibilities it holds for the future of technology.
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Qiskit Machine Learning: an open-source library for quantum machine learning tasks at scale on quantum hardware and classical simulators
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Distributed Quantum Neural Networks on Distributed Photonic Quantum Computing
Quorum: Zero-Training Unsupervised Anomaly Detection using Quantum Autoencoders
Fine-Tuning Large Language Models on Quantum Optimization Problems for Circuit Generation
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