Dataset for "Phase diagram of the Schwinger model by adiabatic preparation of states on a quantum simulator"

This dataset contains the numerical tabular data supporting the findings of the paper O. Kaikov, T. Saporiti, V. Sazonov, and M. Tamaazousti, Phase Diagram of the Schwinger Model by Adiabatic Preparation of States on a Quantum Simulator, arXiv:2407.09224. The present dataset comprises the raw numerical data used to produce the figures in the paper and is organized accordingly. The parameters of the simulations are listed in the file names. Three types of computational methods are used to produce four types of data files: 1. Exact diagonalization (ED) for expectation values of observables (l0EPL) 2.1. Adiabatic evolution on a classical device (CL) for expectation values of observables (l0EPL) 2.2. Adiabatic evolution on a classical device (CL) for eigenstate probabilities (l0prb) 3. Adiabatic evolution on a quantum device simulated with a classical computer (QU) for expectation values of observables (l0EPL) The labels in the file names and the information they denote is as follows: ED, CL, QU: computational method mlatog: lattice mass over coupling ratio N: number of lattice sites V: dimensionless lattice volume lam: λ l0min: l0min l0max: l0max l0num: number of l0-points tmax: total adiabatic evolution time T st#: instantaneous eigenstate number #, labeled from ground state # = 0 to highest excited state # = 2N-1 ev#: st# at l0min evolved adiabatically l0EPL: contains columns of data corresponding to values of l0, E, P and L l0prb: contains columns of data corresponding to value of l0 (first column) and the probabilities to be in the instantaneous eigenstates 0 (second column) to 2N-1 (last column) None: the QU simulation is performed without shot-induced noise We refer to the paper for further details. The codes used to produce this numerical data, to carry out the corresponding data analysis and to plot the respective figures in the paper are available upon reasonable request.