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September 10, 2025QuantumOpen Access

Optimal compilation of parametrised quantum circuits

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The study finds an efficient method to minimize parameters in parametrised quantum circuits, crucial for improving algorithm efficiency.
Key findings show that while the general parameter minimization is NP-hard, specific circuit restrictions enable efficient solutions.
Methods employed include using the ZX-calculus to establish proofs and optimal parameter transformations.
The results indicate that standard rewrite rules in the ZX-calculus are sufficient for proving parameter equality in Clifford circuits.

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The research demonstrates efficient parameter minimization in parametrised quantum circuits, highlighting implications for quantum algorithms.

Wetering et al. (2025) studied this question.

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The research demonstrates efficient parameter minimization in parametrised quantum circuits, highlighting implications for quantum algorithms.