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Zhenyu Cai

Zhenyu Cai BA DPhil MSc

Dr

EPSRC Quantum Technologies Fellow

Biography

Dr Zhenyu Cai is an EPSRC Quantum Technologies Fellow and Principal Investigator in Engineering Science at the University of Oxford. His research focuses on quantum error correction, error mitigation, and their hardware-adapted implementation for different applications, aiming to enable resource-efficient, noise-robust pathways to scalable quantum computing.

He previously held a Junior Research Fellowship at St John’s College (2020–2024) and completed his undergraduate studies in Cambridge and DPhil in Oxford.

In addition to leading a £2.2 million EPSRC Fellowship ( £ 1.7 million funding with £500k industrial support), he is an investigator on several other grants totalling over £1.3 million. He maintains active collaboration with industrial partners and is the lead inventor on four patents.

Dr Cai serves on the organising committee of the £3 million RoaRQ Programme and the SEEQA conference, contributing to UK-wide efforts in building robust, scalable quantum technologies.

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Most Recent Publications

Erratum: Low-depth phase oracle using a parallel piecewise circuit [Phys. Rev. A 111, 062420 (2025)]

Erratum: Low-depth phase oracle using a parallel piecewise circuit [Phys. Rev. A 111, 062420 (2025)]

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Low-depth phase oracle using a parallel piecewise circuit

Low-depth phase oracle using a parallel piecewise circuit

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Virtual Channel Purification

Virtual Channel Purification

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Biased estimator channels for classical shadows

Biased estimator channels for classical shadows

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High-dimensional subspace expansion using classical shadows

High-dimensional subspace expansion using classical shadows

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Research Interest

  • Quantum Error Correction
  • Quantum Error Mitigation
  • Hardware Implementation and Architectures for Quantum Algorithms

Most Recent Publications

Erratum: Low-depth phase oracle using a parallel piecewise circuit [Phys. Rev. A 111, 062420 (2025)]

Erratum: Low-depth phase oracle using a parallel piecewise circuit [Phys. Rev. A 111, 062420 (2025)]

Altmetric score is

Low-depth phase oracle using a parallel piecewise circuit

Low-depth phase oracle using a parallel piecewise circuit

Altmetric score is

Virtual Channel Purification

Virtual Channel Purification

Altmetric score is

Biased estimator channels for classical shadows

Biased estimator channels for classical shadows

Altmetric score is

High-dimensional subspace expansion using classical shadows

High-dimensional subspace expansion using classical shadows

Altmetric score is
View all