Low-energy nonrotational states of Cf-250 and Fm-256 are calculated in
the framework of a quasiparticle-phonon nuclear model. A qualitativel
y correct description of the available experimental data is obtained,
and some predictions are made. It is shown that the wave functions of
1.8-MeV states have predominant one-phonon components. The energies an
d structure of high-K states in Cf-250, Fm-250, Fm-256, No-254, and (2
60)104 are calculated. High-multipole interactions lead to mixing of t
wo-quasineutron and two-quasiproton configurations in the K(pi) = 4- s
tates of Cf-250, the K(pi) = 5+ states of Fm-256, and the K(pi) = 5- s
tates of (260)104.