ELEMENTARY EXCITATIONS FOR THE ANDERSON MODEL AT FINITE TEMPERATURES

The elementary excitation spectrums for the Anderson model at finite t emperatures are calculated by using the Bethe-ansatz solution. The for mulation is based on the method of Yang and Yang, which was developed for the one-dimensional boson systems with the delta-function type int eraction. We obtain the temperature dependence of the spin and the cha rge excitation spectrums. When the impurity level lies deeply from the Fermi level and the Coulomb interaction is suitably large, the resona nt peak structure develops in the low energy region of the spin excita tion spectrum and the hump structure grows around the impurity level o f the charge excitation spectrum with decreasing temperature.