The words "non-ideal systems" in the title of Dmitry Yu. Ivanov's book (translated from Russian by Jürn Schmelzer, University of Rostock), refer to "Ising-like systems (pure liquids, binary mixtures, and magnets)" subjected to disturbing fields such as: "gravity, Coulomb and surface forces, shear stresses, boundaries, etc." In fact, the first half of the book is devoted almost entirely to reviewing the experimental literature for measurements of the coexisting densities and isothermal compressibility near liquidvapor critical points and the second half of the book is devoted primarily to the theory of critical opalescence and measurements of quasi-elastic light scattering. The second half includes shorter discussions of measurements of the thermal conductivity near liquid-vapor critical points.In the Introduction (p. 3), Ivanov reports that his review of published data reached "the seemingly unexpected conclusion that on approaching the critical point there is continuous growth in the system's susceptibility to external influences which eventually leads to a point where fluctuations are first deformed and then completely suppressed by some of these factors. As a result, the system is found to have meanfield, classical behavior with corresponding critical indices." Ivanov's conclusion goes beyond the current, quantitative, understanding of critical phenomena and, unfortunately, it is not convincingly supported by the data cited.As one takes a system towards its critical point, well-verified theory predicts a broad crossover from "classical" or "mean field" thermodynamic behavior to fluctuation-dominated critical behavior. In effect, Ivanov argues that still closer to critical