Dataset supporting "Two identical 1D anyons with zero-range interactions: Exchange statistics, scattering theory, and anyon–anyon mapping"

Dataset of momentum distribution $n^{(\mathrm{HO})}_{0,\epsilon;\alpha, +}(k)$ of two bosonic anyons in a harmonic trap for energies $E/\hbar w =\epsilon= [1/2, -1/2, 3/2]$ (harmonic oscillator units) for statistical $\alpha$ values from 0 to 1.0 with step size of 0.1, for a simulated spatial domain $[-L/a_\mathrm{HO}, L/a_\mathrm{HO}]$ (harmonic oscillator units) with a non-uniform spatial grid. The momentum distribution's domain ranges from $a_\mathrm{HO}k=0$ to $a_\mathrm{HO}k=100\pi$ (inverse of harmonic oscillator units), with a step size of 1.本数据集针对谐振子势阱（harmonic trap）中的双玻色子任意子（bosonic anyons），给出其采用谐振子单位（harmonic oscillator units, HO）的动量分布$n_{0,epsilon;alpha, +}^{( ext{HO})}(k)$。其中能量参数满足$epsilon = E/hbaromega$，取值为$[1/2, -1/2, 3/2]$；统计参数$alpha$的取值范围为0至1.0，步长为0.1。模拟所采用的空间域为$[-L/a_ ext{HO}, L/a_ ext{HO}]$（以谐振子单位计量），并采用非均匀空间网格。该动量分布的取值域为$a_ ext{HO}k=0$至$a_ ext{HO}k=100pi$（即谐振子单位的倒数），步长为1。