The densities of the title compounds and of their solutions (0,25,50,75, and 100 nominal mol %) have been measured between 0.1 and 35 MPa at 15, 25, and 40 OC. The data are reported in terms of the parameters of fit to the Tait equation, and as volumes, compressibilities, K, and reduced compressibilities, KR (KR-I = V/(KRT)), and as excess volumes, excess compressibilities, and excess reduced compressibilities for the solutions. The melting points of C6H12 and C6D12 are reported from 0.1 to 25 MPa. Isotope effects on the volumetric properties of benzene and cyclohexane are small002 and -0.013 & 0.002, respectively), and excess compressibilities for solutions of isotopic isomers, one in the other, are zero within the experimental precision. The data are interpreted in terms of the statistical theory of condensed-phase isotope effects and by using a model which partitions the compressibilities into hard-sphere (HS), librational, internal, and intermolecular attractive parts. Using the model, we calculated the compressibilities, the isotope effects on compressibility, and the excess compressibility of the solutions all in a self-consistent fashion and in agreement with experiment.The sharp heat capacity anomaly in pure sulfur at the polymerization transition is rounded by dopants such as I,, Br,, and C1, far more than can be accounted for by the presence of an inert diluent. We extend the nonclassical scaling theory of the polymerization transition in liquid sulfur based on the n = 0 limit of the n vector model of magnetism to the polymerization of sulfur in the presence of a reactive dopant. A comparison is made among a mean-field theory of doped sulfur, the nonclassical theory, and the experimental data of Feher et al. With use of the parametric equation of state for the n -+ 0 vector model recently employed to describe polymerization of "living" polymers, an improved description of the properties of pure sulfur is obtained.