Constructing Clusters for Quantum Computing
Kuldeep Singh Kaswan, Jagjit Singh Dhatterwal, Anupam Baliyan, Shalli Rani · 2023
In the cluster-state quantum computing concept, the processing is done without requiring quantum gates. Cluster states are multiqubit states that undergo a sequence of measurements to be processed. The cluster state model may simulate or perform quantum computing since quantum gates are built using unitary operators. Cluster state preparations begin with the creation of a product stage. Graphs, a collection of connected components, are used to represent cluster states. A numerical solution is a matrix-based representation of a graph. Matrix elements are either one or zero, depending on whether or not an edge connects the points symbolized by a specific row or column entry. A stabilizer is a simple operation that has an eigenvalue of 1. This shows that the identification of operators is a stabilizing factor, as it is the only one on the list.