Interlayer conductivity of quasi-two-dimensional layered conductors in a magnetic field at Yamaji angles

The behavior of the interlayer magnetoresistance Rzz is analyzed in quasi-two-dimensional layered metals in a magnetic field tilted at Yamaji angles at which the minimum of the interlayer conductivity is observed. The cases of the Lorentzian line shape of Landau levels and of the shape corresponding to the self-consistent Born approximation are studied. At high fields, the behavior Rzz $ \propto $ B3/2 is theoretically predicted, which agrees well with experimental data.