The addition of the lower level to spectrums of matrix and scalar   components of d=2 SUSY Hamiltonian
  Supersymmetrical quantum--mechanical system is consider in the case of d=2. The problem of addition of the lower level to spectrums of matrix and scalar components of d=2 SUSY Hamiltonian is investigated. It is shown that in the case, the level E=0 may be degenerate. The multi--dimensional scalar Hamiltonians with energy spectra coinciding up to finite number of discrete levels are constructed. 
S B Leble, A V Yurov (Technical University of Gdansk, Kaliningrad   State University)