Is shown that, if the expansions of the Debye-Waller formulas for the reflection and total scatter ing coefficients in the roughness height σ are limited to terms of order σ 2 , these expressions are valid for any layered inhomogeneous medium with conformal (depth periodic) roughness and for any distribution func tion of the roughness heights if the roughness correlation length along the surface is sufficiently large. The advantages of measuring the total reflection coefficient, which characterizes the total intensity of radiation (both specularly reflected and diffusively scattered) directed by a rough surface back into vacuum, for solving the inverse problem of X ray reflectometry (i.e., the reconstruction of the permittivity profile from a mea sured reflection curve) are discussed.