| 1. | In general the Slater determinant is evaluated by the Laplace expansion.
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| 2. | Each assignment corresponds to one Slater determinant, D _ i.
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| 3. | Mathematically, configurations are described by Slater determinants or configuration state functions.
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| 4. | An antisymmetric wave function can be mathematically described using the Slater determinant.
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| 5. | Arguably, the Slater determinant is the simplest type of fermionic wave function.
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| 6. | Not every fermionic wave function can be put in the form of a Slater determinant.
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| 7. | The usual wave function is obtained using the Slater determinant and the identical particles theory.
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| 8. | The usual wave function is obtained using the slater determinant and the identical particles theory.
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| 9. | The orbitals are optimized by requiring them to minimize the energy of the respective Slater determinant.
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| 10. | The Hartree Fock electronic wave function is then the Slater determinant constructed out of these orbitals.
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