Hybrid controlled-SUM gate with one superconducting qutrit and one cat-state qutrit and application in hybrid entangled state preparation
Qi-Ping Su, Yu Zhang, Liang Bin, Chui-Ping Yang

TL;DR
This paper proposes a simple, measurement-free method to implement a hybrid controlled-SUM gate between a superconducting qutrit and a cat-state qutrit in circuit QED, enabling universal ternary quantum logic and hybrid entanglement.
Contribution
It introduces a novel, efficient approach for realizing a hybrid controlled-SUM gate with superconducting and cat-state qutrits using circuit QED, requiring only a single operation.
Findings
Gate operation suppresses decoherence by virtual excitation of higher energy levels.
The method enables generation of hybrid maximally-entangled states.
Feasibility analysis shows potential for experimental implementation.
Abstract
Compared with a qubit, a qudit (i.e., -level or -state quantum system) provides a larger Hilbert space to store and process information. On the other hand, qudit-based hybrid quantum computing usually requires performing hybrid quantum gates with qudits different in their nature or in their encoding format. In this work, we consider the qutrit case, i.e., the case for a qudit with =3. We propose a simple method to realize a hybrid quantum controlled-SUM gate with one superconducting (SC) qutrit and a cat-state qutrit. This gate plus single-qutrit gates form a universal set of ternary logic gates for quantum computing with qutrits. Our proposal is based on circuit QED and operates essentially by employing a SC ququart (a four-level quantum system) dispersively coupled to a microwave cavity. The gate implementation is quite simple because it only requires a single basic…
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