Quantum inversion theory has been applied to the Schrodinger operator
and is used to obtain NN potentials to partial wave phase shifts. We s
olved the Gelfand-Levitan and Marchenko fundamental inversion equation
s and determined from the output-kernels the energy independent and lo
cal r-space potentials. The results are based on phase shift data from
experimental and theoretical sources where a point charge Coulomb ref
erence potential was added for pp data. Potentials are given for the s
ingle channel S-1(0), P-1(1), 1D2, F-1(3), P-3(0), P-3(1), 3D2, F-3(3)
and the coupled channel 3SD1, (PF2)-P-3 configuration. For a comparis
on of inversion and mesonic potentials also the half-off-shell K-matri
ces and deuteron bound state wave functions were calculated.