Claudio Gambella, Andrea Simonetto
APS March Meeting 2020
CNOT circuits are a common building block of general quantum circuits. The problem of synthesizing and optimizing such circuits has received a lot of attention in the quantum computing literature. This problem is especially challenging for quantum devices with restricted connectivity, where two-qubit gates can only be placed between adjacent qubits. The state-of-the-art algorithms for optimizing the number of CNOT gates are heuristic algorithms that are based on Gaussian elimination and that use Steiner trees to connect between different subsets of qubits. In this article, we suggest considering weighted Steiner trees, and we present a simple low-cost heuristic to compute weights. The simulated evaluation shows that the suggested heuristic is almost always beneficial and reduces the number of CNOT gates by up to 10%.
Claudio Gambella, Andrea Simonetto
APS March Meeting 2020
Diego Ristè, Luke Govia, et al.
APS March Meeting 2020
Dmitri Maslov, Jin-Sung Kim, et al.
QIP 2021
Arie Gurfinkel, Alexander Ivrii
FMCAD 2017