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Mathematical Modeling of Complement Pathway Dynamics for Target Validation and Selection of Drug Modalities for Complement Therapies

Motivation: The complement pathway plays a critical role in innate immune defense against infections. Dysregulation between activation and regulation of the complement pathway is widely known to contribute to several diseases. Nevertheless, very few drugs that target complement proteins have made it...

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Autores principales: Bansal, Loveleena, Nichols, Eva-Maria, Howsmon, Daniel P., Neisen, Jessica, Bessant, Christina M., Cunningham, Fraser, Petit-Frere, Sebastien, Ludbrook, Steve, Damian, Valeriu
Formato: Online Artículo Texto
Lenguaje:English
Publicado: Frontiers Media S.A. 2022
Materias:
Acceso en línea:https://www.ncbi.nlm.nih.gov/pmc/articles/PMC9061988/
https://www.ncbi.nlm.nih.gov/pubmed/35517827
http://dx.doi.org/10.3389/fphar.2022.855743
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author Bansal, Loveleena
Nichols, Eva-Maria
Howsmon, Daniel P.
Neisen, Jessica
Bessant, Christina M.
Cunningham, Fraser
Petit-Frere, Sebastien
Ludbrook, Steve
Damian, Valeriu
author_facet Bansal, Loveleena
Nichols, Eva-Maria
Howsmon, Daniel P.
Neisen, Jessica
Bessant, Christina M.
Cunningham, Fraser
Petit-Frere, Sebastien
Ludbrook, Steve
Damian, Valeriu
author_sort Bansal, Loveleena
collection PubMed
description Motivation: The complement pathway plays a critical role in innate immune defense against infections. Dysregulation between activation and regulation of the complement pathway is widely known to contribute to several diseases. Nevertheless, very few drugs that target complement proteins have made it to the final regulatory approval because of factors such as high concentrations and dosing requirements for complement proteins and serious side effects from complement inhibition. Methods: A quantitative systems pharmacology (QSP) model of the complement pathway has been developed to evaluate potential drug targets to inhibit complement activation in autoimmune diseases. The model describes complement activation via the alternative and terminal pathways as well as the dynamics of several regulatory proteins. The QSP model has been used to evaluate the effect of inhibiting complement targets on reducing pathway activation caused by deficiency in factor H and CD59. The model also informed the feasibility of developing small-molecule or large-molecule antibody drugs by predicting the drug dosing and affinity requirements for potential complement targets. Results: Inhibition of several complement proteins was predicted to lead to a significant reduction in complement activation and cell lysis. The complement proteins that are present in very high concentrations or have high turnover rates (C3, factor B, factor D, and C6) were predicted to be challenging to engage with feasible doses of large-molecule antibody compounds (≤20 mg/kg). Alternatively, complement fragments that have a short half-life (C3b, C3bB, and C3bBb) were predicted to be challenging or infeasible to engage with small-molecule compounds because of high drug affinity requirements (>1 nM) for the inhibition of downstream processes. The drug affinity requirements for disease severity reduction were predicted to differ more than one to two orders of magnitude than affinities needed for the conventional 90% target engagement (TE) for several proteins. Thus, the QSP model analyses indicate the importance for accounting for TE requirements for achieving reduction in disease severity endpoints during the lead optimization stage.
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spelling pubmed-90619882022-05-04 Mathematical Modeling of Complement Pathway Dynamics for Target Validation and Selection of Drug Modalities for Complement Therapies Bansal, Loveleena Nichols, Eva-Maria Howsmon, Daniel P. Neisen, Jessica Bessant, Christina M. Cunningham, Fraser Petit-Frere, Sebastien Ludbrook, Steve Damian, Valeriu Front Pharmacol Pharmacology Motivation: The complement pathway plays a critical role in innate immune defense against infections. Dysregulation between activation and regulation of the complement pathway is widely known to contribute to several diseases. Nevertheless, very few drugs that target complement proteins have made it to the final regulatory approval because of factors such as high concentrations and dosing requirements for complement proteins and serious side effects from complement inhibition. Methods: A quantitative systems pharmacology (QSP) model of the complement pathway has been developed to evaluate potential drug targets to inhibit complement activation in autoimmune diseases. The model describes complement activation via the alternative and terminal pathways as well as the dynamics of several regulatory proteins. The QSP model has been used to evaluate the effect of inhibiting complement targets on reducing pathway activation caused by deficiency in factor H and CD59. The model also informed the feasibility of developing small-molecule or large-molecule antibody drugs by predicting the drug dosing and affinity requirements for potential complement targets. Results: Inhibition of several complement proteins was predicted to lead to a significant reduction in complement activation and cell lysis. The complement proteins that are present in very high concentrations or have high turnover rates (C3, factor B, factor D, and C6) were predicted to be challenging to engage with feasible doses of large-molecule antibody compounds (≤20 mg/kg). Alternatively, complement fragments that have a short half-life (C3b, C3bB, and C3bBb) were predicted to be challenging or infeasible to engage with small-molecule compounds because of high drug affinity requirements (>1 nM) for the inhibition of downstream processes. The drug affinity requirements for disease severity reduction were predicted to differ more than one to two orders of magnitude than affinities needed for the conventional 90% target engagement (TE) for several proteins. Thus, the QSP model analyses indicate the importance for accounting for TE requirements for achieving reduction in disease severity endpoints during the lead optimization stage. Frontiers Media S.A. 2022-04-19 /pmc/articles/PMC9061988/ /pubmed/35517827 http://dx.doi.org/10.3389/fphar.2022.855743 Text en Copyright © 2022 Bansal, Nichols, Howsmon, Neisen, Bessant, Cunningham, Petit-Frere, Ludbrook and Damian. https://creativecommons.org/licenses/by/4.0/This is an open-access article distributed under the terms of the Creative Commons Attribution License (CC BY). The use, distribution or reproduction in other forums is permitted, provided the original author(s) and the copyright owner(s) are credited and that the original publication in this journal is cited, in accordance with accepted academic practice. No use, distribution or reproduction is permitted which does not comply with these terms.
spellingShingle Pharmacology
Bansal, Loveleena
Nichols, Eva-Maria
Howsmon, Daniel P.
Neisen, Jessica
Bessant, Christina M.
Cunningham, Fraser
Petit-Frere, Sebastien
Ludbrook, Steve
Damian, Valeriu
Mathematical Modeling of Complement Pathway Dynamics for Target Validation and Selection of Drug Modalities for Complement Therapies
title Mathematical Modeling of Complement Pathway Dynamics for Target Validation and Selection of Drug Modalities for Complement Therapies
title_full Mathematical Modeling of Complement Pathway Dynamics for Target Validation and Selection of Drug Modalities for Complement Therapies
title_fullStr Mathematical Modeling of Complement Pathway Dynamics for Target Validation and Selection of Drug Modalities for Complement Therapies
title_full_unstemmed Mathematical Modeling of Complement Pathway Dynamics for Target Validation and Selection of Drug Modalities for Complement Therapies
title_short Mathematical Modeling of Complement Pathway Dynamics for Target Validation and Selection of Drug Modalities for Complement Therapies
title_sort mathematical modeling of complement pathway dynamics for target validation and selection of drug modalities for complement therapies
topic Pharmacology
url https://www.ncbi.nlm.nih.gov/pmc/articles/PMC9061988/
https://www.ncbi.nlm.nih.gov/pubmed/35517827
http://dx.doi.org/10.3389/fphar.2022.855743
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