The Hartree-Fock and reduced Hartree-Fock equations are shown to be locally and globally well-posed in modulation spaces for a range of parameters, including data outside Sobolev spaces.
(eds) Analysis and Partial Differentia l Equations: Perspectives from Developing Countries
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The Hartree-Fock equations in modulation spaces
The Hartree-Fock and reduced Hartree-Fock equations are shown to be locally and globally well-posed in modulation spaces for a range of parameters, including data outside Sobolev spaces.