RT Journal Article SR Electronic T1 Estimation of K i in a Competitive Enzyme-Inhibition Model: Comparisons Among Three Methods of Data Analysis JF Drug Metabolism and Disposition JO Drug Metab Dispos FD American Society for Pharmacology and Experimental Therapeutics SP 756 OP 762 VO 27 IS 6 A1 Tarundeep Kakkar A1 Harold Boxenbaum A1 Michael Mayersohn YR 1999 UL http://dmd.aspetjournals.org/content/27/6/756.abstract AB There are a variety of methods available to calculate the inhibition constant (Ki) that characterizes substrate inhibition by a competitive inhibitor. Linearized versions of the Michaelis-Menten equation (e.g., Lineweaver-Burk, Dixon, etc.) are frequently used, but they often produce substantial errors in parameter estimation. This study was conducted to compare three methods of analysis for the estimation ofKi: simultaneous nonlinear regression (SNLR); nonsimultaneous, nonlinear regression, “KM,app” method; and the Dixon method. Metabolite formation rates were simulated for a competitive inhibition model with random error (corresponding to 10% coefficient of variation). These rates were generated for a control (i.e., no inhibitor) and five inhibitor concentrations with six substrate concentrations per inhibitor and control. TheKM/Ki ratios ranged from less than 0.1 to greater than 600. A total of 3 data sets for each of threeKM/Ki ratios were generated (i.e., 108 rates/data set perKM/Ki ratio). The mean inhibition and control data were fit simultaneously (SNLR method) using the full competitive enzyme-inhibition equation. In theKM,app method, the mean inhibition and control data were fit separately to the Michaelis-Menten equation. The SNLR approach was the most robust, fastest, and easiest to implement. The KM,app method gave good estimates ofKi but was more time consuming. Both methods gave good recoveries of KM andVMAX values. The Dixon method gave widely ranging and inaccurate estimates of Ki. For reliable estimation of Ki values, the SNLR method is preferred. The American Society for Pharmacology and Experimental Therapeutics