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Abstract
The two-dimensional momentum density of Be on the basal $\ensuremath{\Gamma}\mathrm{MK}$ plane, i.e., the line integral of the three-dimensional momentum density along the c axis, is reconstructed via the Cormack method from both experimental and theoretical Compton profiles. It is shown that in the case of Be, despite the momentum density being highly anisotropic, merely two Compton profiles are sufficient to reproduce the main features of the momentum density. The analysis of the reconstructed densities is performed both in the extended and reduced zone schemes.
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