Microwave fluctuational conductivity in YBamathsf{_{2}}Cumathsf{_{3}}O mathsf{_{7-delta}}

We present measurements of the microwave complex conductivity at 23.9 and 48.2 GHz in YBa₂Cu₃O $_{7-delta}$ films, in the fluctuational region above T _c . With increasing temperature, the fluctuational excess conductivity drops much faster than the well-known calculations within the time-dependent Ginzburg-Landau theory [H. Schmidt, Z. Phys. 216, 336 (1968)]. Approaching the transition temperature, slowing down of the fluctuations is observed. We discuss the results in terms of a modified Gaussian theory for finite-frequency fluctuational conductivity, where renormalization is introduced in order to account for the $Trightarrow T_{c}$ regime, and a spectral cutoff is inserted in order to discard high-momentum modes. The data are in excellent agreement with the modified theory, when formulated for three-dimensional, anisotropic superconductors, in the whole experimentally accessible temperature range, and for both frequencies.