Hydrogen eigenfunctions can be obtained by differentiating harmonic 4D polynomials and substituting t=-ir, giving a coordinate-space version of Fock's theory.
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Coordinate Space Modification of Fock's Theory-Harmonic Tensors in the Quantum Coulomb Problem
Hydrogen eigenfunctions can be obtained by differentiating harmonic 4D polynomials and substituting t=-ir, giving a coordinate-space version of Fock's theory.