Australian Centre for Pharmacometrics

Slides:



Advertisements
Similar presentations
SADC Course in Statistics Revision of key regression ideas (Session 10)
Advertisements

Design of Experiments Lecture I
1 SSS II Lecture 1: Correlation and Regression Graduate School 2008/2009 Social Science Statistics II Gwilym Pryce
Regression Analysis Once a linear relationship is defined, the independent variable can be used to forecast the dependent variable. Y ^ = bo + bX bo is.
Kyiv, TRAINING WORKSHOP ON PHARMACEUTICAL QUALITY, GOOD MANUFACTURING PRACTICE & BIOEQUIVALENCE Statistical Considerations for Bioequivalence.
Copyright © 2008 by the McGraw-Hill Companies, Inc. All rights reserved. McGraw-Hill/Irwin Managerial Economics, 9e Managerial Economics Thomas Maurice.
NORM BASED APPROACHES FOR AUTOMATIC TUNING OF MODEL BASED PREDICTIVE CONTROL Pastora Vega, Mario Francisco, Eladio Sanz University of Salamanca – Spain.
Stat 112: Lecture 9 Notes Homework 3: Due next Thursday
1 PREDICTION In the previous sequence, we saw how to predict the price of a good or asset given the composition of its characteristics. In this sequence,
WHO Prequalification Program Workshop, Kiev, Ukraine, June 25-27,2007.
Chemometrics Method comparison
Marshall University School of Medicine Department of Biochemistry and Microbiology BMS 617 Lecture 12: Multiple and Logistic Regression Marshall University.
Gokaraju Rangaraju College of Pharmacy
Basic Business Statistics, 11e © 2009 Prentice-Hall, Inc. Chap 8-1 Chapter 8 Confidence Interval Estimation Basic Business Statistics 11 th Edition.
Confidence Interval Estimation
Analysis of Zidovudine pharmacokinetics to determine whether there is a genetic component to the variability and to determine the bioequivalence of seven.
© Copyright 2009 by the American Association for Clinical Chemistry Glucose Meter Performance Criteria for Tight Glycemic Control Estimated by Simulation.
Exercise 5 Monte Carlo simulations, Bioequivalence and Withdrawal time
Lecture 22 Dustin Lueker.  The sample mean of the difference scores is an estimator for the difference between the population means  We can now use.
Go to Table of Content Single Variable Regression Farrokh Alemi, Ph.D. Kashif Haqqi M.D.
Copyright © 2005 by the McGraw-Hill Companies, Inc. All rights reserved. McGraw-Hill/Irwin Managerial Economics Thomas Maurice eighth edition Chapter 4.
Evaluation of quality and interchangeability of medicinal products - WHO Training workshop / 5-9 November |1 | Prequalification programme: Priority.
Statistical considerations Drs. Jan Welink Training workshop: Assessment of Interchangeable Multisource Medicines, Kenya, August 2009.
Population Pharmacokinetic Characteristics of Levosulpiride and Terbinafine in Healthy Male Korean Volunteers Yong-Bok Lee College of Pharmacy and Institute.
Multiple Regression. Simple Regression in detail Y i = β o + β 1 x i + ε i Where Y => Dependent variable X => Independent variable β o => Model parameter.
[1] Simple Linear Regression. The general equation of a line is Y = c + mX or Y =  +  X.  > 0  > 0  > 0  = 0  = 0  < 0  > 0  < 0.
Multiple Regression I 1 Copyright © 2005 Brooks/Cole, a division of Thomson Learning, Inc. Chapter 4 Multiple Regression Analysis (Part 1) Terry Dielman.
Model-based dose selection for next dose- finding trial 1. Introduction Exploratory clinical development trials often include biomarkers or clinical readout.
Chapter 5: Introductory Linear Regression
Chapter 13 Linear Regression and Correlation. Our Objectives  Draw a scatter diagram.  Understand and interpret the terms dependent and independent.
Variability. The differences between individuals in a population Measured by calculations such as Standard Error, Confidence Interval and Sampling Error.
Effects of Word Concreteness and Spacing on EFL Vocabulary Acquisition 吴翼飞 (南京工业大学,外国语言文学学院,江苏 南京211816) Introduction Vocabulary acquisition is of great.
Simulation setup Model parameters for simulations were tuned using repeated measurement data from multiple in-house completed studies and baseline data.
Stats Methods at IC Lecture 3: Regression.
Module II Lecture 1: Multiple Regression
Variability.
Chapter 4: Basic Estimation Techniques
Chapter 7 Confidence Interval Estimation
Sample size calculation
Robert Anderson SAS JMP
Chapter 4 Basic Estimation Techniques
AP Statistics FINAL EXAM ANALYSIS OF VARIANCE.
Correlation, Bivariate Regression, and Multiple Regression
Statistical Quality Control, 7th Edition by Douglas C. Montgomery.
Basic Estimation Techniques
ENM 310 Design of Experiments and Regression Analysis
Date of download: 11/4/2017 Copyright © ASME. All rights reserved.
Linear Mixed Models in JMP Pro
Hypothesis testing using contrasts
Hypothesis testing March 20, 2000.
Simple Linear Regression
Analysis of Covariance (ANCOVA)
Lauren Rodgers Supervisor: Prof JNS Matthews
Comparing Multiple Groups: Analysis of Variance ANOVA (1-way)
Regression Analysis PhD Course.
2 independent Groups Graziano & Raulin (1997).
Basic Estimation Techniques
Stats Club Marnie Brennan
Analytical Method Validation
Confidence Interval Estimation
STA 291 Summer 2008 Lecture 23 Dustin Lueker.
Volume 111, Issue 2, Pages (July 2016)
Product moment correlation
Therapeutic Drug Monitoring chapter 1 part 1
15.1 The Role of Statistics in the Research Process
Introduction to Analytical Chemistry
3.2. SIMPLE LINEAR REGRESSION
STA 291 Spring 2008 Lecture 23 Dustin Lueker.
Threshold Autoregressive
Pearson Correlation and R2
Presentation transcript:

Australian Centre for Pharmacometrics Comparison of non-compartmental analysis and non-linear mixed effects ability to determine bioequivalence in drugs with two-compartment kinetics Jim H Hughes1, Richard N Upton1, David J R Foster1 Australian Centre for Pharmacometrics Australian Centre for Pharmacometrics, School of Pharmacy and Medical Sciences, Sansom Institute for Health Research, University of South Australia Email: jim.hughes@mymail.unisa.edu.au Introduction and Aims 66.7% 47.9% 49.2% 67% 83.6% 49.4% Bioequivalence testing is employed by regulatory agencies to ensure generic drug products are the equivalent to their branded counterparts This is commonly done using non-compartmental analysis (NCA) NCA does not account for random unexplained variability (RUV) in measured concentrations and discards values below the limit of quantification (below LOQ) Non-linear mixed effects modelling (NLMEM) can account for this but has been found to be no better in drugs with one-compartment kinetics Drugs with two-compartment kinetics are more likely to be affected by NCA’s limitations due to the added complexity of the terminal phase The aim was to determine if NLMEM has a greater ability to determine bioequivalence than NCA in drugs with two-compartment kinetics Methods A comparison tool was developed with R and NONMEM® able to simulate 500 bioequivalence studies for a hypothetical (or real) drug Each bioequivalence study contained 24 participants The hypothetical drug had two-compartment kinetics and was simulated with 30% coefficient of variation (CV) on parameters split between subject variability (BSV) and between occasion variability (BOV) Simulations were made in R with very intense sampling to find the percentage of truly bioequivalent studies using the individual relative bioavailability parameters that were used for the simulation This was then truncated for use with NCA and NLMEM Truncated sampling schedule times were: 0.25, 0.5, 1, 2, 4, 6, 8, 12, 16, 24, 36, 48, 72 and 96 hours NCA was undertaken in R using the same method as WinNonlin® NLMEM was performed using NONMEM® fitting the original model to the data for each study and provide MAP Bayes parameter estimates The M1 and M3 methods were employed to compare the simple removal of below LOQ values with a maximum likelihood estimation method Relative bioavailability (Frel) was determined in two ways: 'F estimate' – individual estimate of generic drug’s bioavailability 'Post-Hoc' – ratio of AUCs as determined by individual estimates of both clearance and bioavailability Bioequivalence was determined using 90% confidence intervals calculating using a one-way ANOVA with acceptance limits of 80-125% Multiple sets of 500 studies were tested with varying additive RUV, LLOQ and relative bioavailability of the generic formulation. Eighteen sets were tested, half with the original sampling schedule, while the other half had a reduced sampling schedule Figure 1: Relative bioavailability confidence intervals for 500 simulated studies Each study contributes two dots representing the upper and lower 90% confidence intervals. If both dots are within the limits of 80-125% (represented by the dashed lines) then the study is bioequivalent. Dots within the limits are coloured blue while those outside are coloured red. Each plot represents a different method, with the 'Simulation' plot representing the analysis of individual relative bioavailability parameters used to simulate the intensely sampled data and 'Frel' plots representing the 'F estimate' method. Figure 2: Accuracy of bioequivalence methods for differing additive RUV Each plot shows the change in each methods accuracy as the percent of below LOQ values increases, split up by the amount of additive RUV that was used for simulation. 'Frel' – 'F estimate' method, 'PH' – 'Post-Hoc' method Results The tool allowed for simulation and analysis of 18 sets of 500 simulated studies testing differing simulated Frel, RUV, LOQ and sampling schedule Use of M1 and M3 with NLMEM showed little difference with the chosen drug, while the 'F estimate' method was superior to the 'Post-Hoc' method (Figure 1) due to additional error introduced by using the individual estimate both clearance NLMEM showed a 10-20% higher accuracy (Figure 2) and sensitivity in correctly identifying bioequivalent drugs when compared to NCA However NLMEM exhibited a 1-20% lower specificity (Figure 3) compared to NCA when determining bioequivalence Conclusion Due to its higher accuracy and sensitivity non-linear mixed effect modelling is less likely to reject bioequivalent drugs Given the higher specificity of non-compartmental analysis it is less likely to accept non-bioequivalent drugs Figure 3: Specificity of bioequivalence methods for differing additive RUV Each plot shows the change in each methods specificity as the percent of below LOQ values increases, split up by the amount of additive RUV that was used for simulation. 'Frel' – 'F estimate' method, 'PH' – 'Post-Hoc' method