in the second 0.870. In accordance with Student's criterion a probability of the coincidence of these mean values is below 0.01. Moreover in the correlations employing , the reaction sets of different authors under equivalent or very like conditions lead to the same correlation parameters. For example, sets 2, 4, and 6, respectively, yield p 1.07, 1.09, and 1.05 and pK°= 0.87, 0.98, and 1.00. Sets 3 and 5 give p 1.90 and 1.66, and pK°= 5.93 and 6.17. Differences in these values do not exceed the mean deviations. The correlation with Charton's method gives substantially different parameters. The sets 2, 4, and 6 give h = 2.31, 0.23, and 3.02, a = -6.83, -4.78, and -3.78, ß = -3.02, -4.05, and -0.62, respectively. The sets 3 and 5 give h = 7.99 and 7.26, a = -13.30 and -12.18, ß = 0.44 and -4,80. There is obviously no physical sense in these differences. Thus the Charton correlations, although giving satisfactory results, may lead to serious errors when analyzing the substituent effects on the properties of organophosphorus compounds. This danger may be avoided by using the constants.The correlation of with and using eq 7gives approximately linear dependence with the de-