Abstract
We calculate low-temperature dc transport properties of a quasi-one-dimensional electron system as occurring, for example, in ultranarrow inversion layers. Density of states and conductivity are theoretically calculated in realistic structures as a function of the chemical potential. As the chemical potential sweeps through quantized one-dimensional subband states, well-defined oscillatory structure is seen in the density of states and in the conductivity provided the level broadening and temperature are low. Detailed numerical results and a qualitative comparison with existing experimental data are given.