FROM THE SQUARE OF DIRAC OPERATOR TO THE SPIN LANDAU HAMILTONIAN ON HOMOGENEOUS SPECIAL ORTHOGONAL SPACES

L. Hu
2015 International Journal of Pure and Applied Mathematics  
The solutions of the eigenvalue problems of the square of Dirac operator and the spin Landau Hamiltonian with the normal metric induced by the Killing form on homogeneous special orthogonal space SO(2k + 1)/SO(2k) are given respectively.
doi:10.12732/ijpam.v104i1.13 fatcat:gsgrreeoqretzimawtajhv46ga