Utility of a Bayesian Mathematical Model to Predict the Impact of Immunogenicity on Pharmacokinetics of Therapeutic Proteins
详细信息    查看全文
  • 作者:Steven Kathman Jr. ; Theingi M. Thway ; Lei Zhou ; Stephanie Lee…
  • 刊名:The AAPS Journal
  • 出版年:2016
  • 出版时间:March 2016
  • 年:2016
  • 卷:18
  • 期:2
  • 页码:424-431
  • 全文大小:760 KB
  • 参考文献:1.Shi S. Biologics: an update and challenge of their pharmacokinetics. Curr Drug Metab. 2014;15(3):271–90.CrossRef PubMed
    2.Luu KT et al. A model-based approach to predicting the human pharmacokinetics of a monoclonal antibody exhibiting target-mediated drug disposition. J Pharmacol Exp Ther. 2012;341(3):702–8.CrossRef PubMed
    3.Chirmule N, Jawa V, Meibohm B. Immunogenicity to therapeutic proteins: impact on PK/PD and efficacy. AAPS J. 2012;14(2):296–302.CrossRef PubMed PubMedCentral
    4.Thway TM et al. Impact of anti-drug antibodies in preclinical pharmacokinetic assessment. AAPS J. 2013;15(3):856–63.CrossRef PubMed PubMedCentral
    5.Sailstad JM et al. A white paper—consensus and recommendations of a global harmonization team on assessing the impact of immunogenicity on pharmacokinetic measurements. AAPS J. 2014;16(3):488–98.CrossRef PubMed PubMedCentral
    6.Perez Ruixo JJ, Ma P, Chow AT. The utility of modeling and simulation approaches to evaluate immunogenicity effect on the therapeutic protein pharmacokinetics. AAPS J. 2013;15(1):172–82.CrossRef PubMed PubMedCentral
    7.Chen X et al. A mathematical model of the effect of immunogenicity on therapeutic protein pharmacokinetics. AAPS J. 2013;15(4):1141–54.CrossRef PubMed PubMedCentral
    8.Chen X, Hickling TP, Vicini P. A mechanistic, multiscale mathematical model of immunogenicity for therapeutic proteins: part 2-model applications. CPT Pharmacometrics Syst Pharmacol. 2014;3:e134.CrossRef PubMed PubMedCentral
    9.Chen X, Hickling TP, Vicini P. A mechanistic, multiscale mathematical model of immunogenicity for therapeutic proteins: part 1-theoretical model. CPT Pharmacometrics Syst Pharmacol. 2014;3:e133.CrossRef PubMed PubMedCentral
    10.Bonate PL. Recommended reading in population pharmacokinetic pharmacodynamics. AAPS J. 2005;7(2):E363–73.CrossRef PubMed PubMedCentral
    11.Bonate PL. Covariate detection in population pharmacokinetics using partially linear mixed effects models. Pharm Res. 2005;22(4):541–9.CrossRef PubMed
    12.Bonate PL et al. The distribution, metabolism, and elimination of clofarabine in rats. Drug Metab Dispos. 2005;33(6):739–48.CrossRef PubMed
    13.Ma P. Theoretical considerations of target-mediated drug disposition models: simplifications and approximations. Pharm Res. 2012;29(3):866–82.CrossRef PubMed
    14.Lunn DJ et al. Bayesian analysis of population PK/PD models: general concepts and software. J Pharmacokinet Pharmacodyn. 2002;29(3):271–307.CrossRef PubMed
    15.Duffull SB et al. Analysis of population pharmacokinetic data using NONMEM and WinBUGS. J Biopharm Stat. 2005;15(1):53–73.CrossRef PubMed
    16.Gelman A, Carlin JB, Stern HS, Rubin DB. Bayesian data analysis, in Bayesian data analysis. 2003, Chapman and Hall/CRC.
    17.Singh SS. Preclinical pharmacokinetics: an approach towards safer and efficacious drugs. Curr Drug Metab. 2006;7(2):165–82.CrossRef PubMed
    18.U.S. Department of Health and Human Services Food and Drug Administration, C.f.D.E.a.R.C., Center for Veterinary Medicine (CVM). Guidance for Industry Bioanalytical Method Validation. [PDF] 2001; Available from: www.​fda.​gov/​downloads/​drugs/​GuidanceComplian​ceRegulatoryInfo​rmation/​Guidances/​ucm070107.​pdf .
    19.Davda JP et al. A model-based meta-analysis of monoclonal antibody pharmacokinetics to guide optimal first-in-human study design. MAbs. 2014;6(4):1094–102.CrossRef PubMed PubMedCentral
    20.Dong JQ et al. Quantitative prediction of human pharmacokinetics for monoclonal antibodies: retrospective analysis of monkey as a single species for first-in-human prediction. Clin Pharmacokinet. 2011;50(2):131–42.CrossRef PubMed
    21.Kelley M, DeSilva B. Key elements of bioanalytical method validation for macromolecules. AAPS J. 2007;9(2):E156–63.CrossRef PubMed PubMedCentral
    22.Kelley M et al. Theoretical considerations and practical approaches to address the effect of anti-drug antibody (ADA) on quantification of biotherapeutics in circulation. AAPS J. 2013;15(3):646–58.CrossRef PubMed PubMedCentral
    23.Lee JW et al. Bioanalytical approaches to quantify “total” and “free” therapeutic antibodies and their targets: technical challenges and PK/PD applications over the course of drug development. AAPS J. 2011;13(1):99–110.CrossRef PubMed PubMedCentral
    24.Kaur S et al. Bioanalytical assay strategies for the development of antibody-drug conjugate biotherapeutics. Bioanalysis. 2013;5(2):201–26.CrossRef PubMed
    25.Chen B et al. Pharmacokinetics/pharmacodynamics model-supported early drug development. Curr Pharm Biotechnol. 2012;13(7):1360–75.CrossRef PubMed
  • 作者单位:Steven Kathman Jr. (1)
    Theingi M. Thway (2)
    Lei Zhou (1)
    Stephanie Lee (3)
    Steven Yu (2)
    Mark Ma (2)
    Naren Chirmule (3)
    Vibha Jawa (3)

    1. Global Biostatistical Science, Amgen Inc., One Amgen Center Drive, Thousand Oaks, California, 91320, USA
    2. Pharmacokinetic and Drug Metabolism Department, Amgen Inc., One Amgen Center Drive, Thousand Oaks, California, 91320, USA
    3. Clinical Immunology, Medical Sciences, Amgen Inc., One Amgen Center Drive, Thousand Oaks, California, 91320, USA
  • 刊物主题:Pharmacology/Toxicology; Biochemistry, general; Biotechnology; Pharmacy;
  • 出版者:Springer US
  • ISSN:1550-7416
文摘
The impact of an anti-drug antibody (ADA) response on pharmacokinetic (PK) of a therapeutic protein (TP) requires an in-depth understanding of both PK parameters and ADA characteristics. The ADA and PK bioanalytical assays have technical limitations due to high circulating levels of TP and ADA, respectively, hence, significantly hindering the interpretation of this assessment. The goal of this study was to develop a population-based modeling and simulation approach that can identify a more relevant PK parameter associated with ADA-mediated clearance. The concentration-time data from a single dose PK study using five monoclonal antibodies were modeled using a non-compartmental analysis (NCA), one-compartmental, and two-compartmental Michaelis-Menten kinetic model (MMK). A novel PK parameter termed change in clearance time of the TP (α) derived from the MMK model could predict variations in α much earlier than the time points when ADA could be bioanalytically detectable. The model could also identify subjects that might have been potentially identified as false negative due to interference of TP with ADA detection. While NCA and one-compartment models can estimate loss of exposures, and changes in clearance, the two-compartment model provides this additional ability to predict that loss of exposure by means of α. Modeling data from this study showed that the two-compartment model along with the conventional modeling approaches can help predict the impact of ADA response in the absence of relevant ADA data.

© 2004-2018 中国地质图书馆版权所有 京ICP备05064691号 京公网安备11010802017129号

地址:北京市海淀区学院路29号 邮编:100083

电话:办公室:(+86 10)66554848;文献借阅、咨询服务、科技查新:66554700