Key-updating functions for Liang's quantum homomorphic encryption are implemented as classical-quantum circuits, enabling runtime key updates and linear classically controlled S gates, and the approach is demonstrated on Szegedy quantum and semiclassical walks.
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Implementing Semiclassical Szegedy Walks in Classical-Quantum Circuits for Homomorphic Encryption
Key-updating functions for Liang's quantum homomorphic encryption are implemented as classical-quantum circuits, enabling runtime key updates and linear classically controlled S gates, and the approach is demonstrated on Szegedy quantum and semiclassical walks.