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S. Yelin

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Preprint Jul 2026

Covariant Approximate Quantum Codes for Protected Analog Computation

Symmetry-preserving Hamiltonians generate block-structured dynamical Lie algebras implementable transversally, while controlled symmetry-breaking terms serve as non-transversal resources for universal dynamics.

Mariia Elovenkova, Hong-Ye Hu, Susanne F. Yelin · 2 citations
Preprint Jul 2026

Quantum simulation of gauge theories on dynamical spacetimes via Floquet-induced matrix models

Quantum simulations of gauge theories are typically built on spatial lattices, an approach that has enabled major progress at the cost of requiring fixed background geometries and obscuring the treatment of curved and dynamical spacetimes. Large-$N$ matrix models offer an alternative, encoding spacetime geometry and ga...

Samuel Buckley-Bonanno, Noah I. Eckstein, Susanne F. Yelin · 1 citation
Preprint Jul 2026

Covariant Approximate Quantum Codes for Protected Analog Computation

Quantum error correction compatible with continuous symmetries is a fundamental problem in quantum information and a possible route to robust analog quantum simulation. Because the Eastin-Knill theorem forbids exact codes with continuous transversal symmetries, we construct explicit $SU(d)$-covariant approximate codes...

Mariia Elovenkova, Hong-Ye Hu, Susanne F. Yelin · 2 citations

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