  Holes in cubic semiconductors have effective spin 3/2 and very strong spin
orbit interaction. Due to these factors properties of hole bound states are
highly unusual. We consider a single hole bound by a spherically symmetric
potential, this can be an acceptor or a spherically symmetric quantum dot.
Linear response to an external magnetic field is characterized by the bound
state Lande g-factor. We calculate analytically g-factors of all bound states.
