A one-electron theory is presented for photoemission from a p core level of a ferromagnet. The approach permits the straightforward calculation of angle- and spin-resolved photoemission spectra for an arbitrary geometry and photon polarization. The Hamiltonian employed simultaneously includes both spin-orbit and exchange interactions, and thereby accounts for mixing between the p3/2 and p1/2 levels. Photoelectron diffraction effects are neglected. Using this model, good agreement is obtained with experimental spin-resolved and magnetodichroic Fe $2p$ photoemission spectra.
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Jose Menchero (1998) studied this question.
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