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This survey addresses a fundamental bottleneck in quantum computing by mapping practical techniques for encoding classical data onto qubits, moving beyond theoretical abstractions to real-world datasets like sparse matrices. By leveraging tensor networks to analyze these encoding processes, the research provides a critical roadmap for overcoming resource constraints that currently hinder achieving genuine quantum advantage. The findings highlight how efficient data preparation is essential for scaling quantum circuits and realizing practical computational benefits.
Researchers Map Routes to Encode Classical Data on Qubits

From bits to qubits, converting classical information now accounts for circuit size, depth and resource needs previously overlooked in theoretical designs. This comprehensive survey moves beyond abstract concepts to examine techniques applicable to real-world datasets like sparse matrices and Boolean functions. By meticulously weighing these practical considerations alongside established access models, it offers a roadmap towards genuinely useful quantum computation.
Quantum data encoding limits practical progress in realising quantum advantage. Converting problems written classically into sequences of operations on qubits first requires converting information into a quantum format; Xiao-Ming Zhang and colleagues from institutions across China, Germany and the United Kingdom have thoroughly reviewed this process. Methods used to convert information into a format suitable for use by quantum computers represent a fundamental limitation in achieving practical progress with these machines. Encoding classical data into qubits is essential before any computation can begin but presents key challenges…
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