| Literature DB >> 35411507 |
Jeffrey S Barrett1, Tim Nicholas2, Karim Azer3, Brian W Corrigan2.
Abstract
The use of Disease progression models (DPMs) in Drug Development has been widely adopted across therapeutic areas as a method for integrating previously obtained disease knowledge to elucidate the impact of novel therapeutics or vaccines on disease course, thus quantifying the potential clinical benefit at different stages of drug development programs. This paper provides a brief overview of DPMs and the evolution in data types, analytic methods, and applications that have occurred in their use by Quantitive Clinical Pharmacologists. It also provides examples of how these models have informed decisions and clinical trial design across several therapeutic areas and at various stages of development. It briefly describes potential new applications of DPMs utilizing emerging data sources, and utilizing new analytic techniques, and discuss new challenges faced such as requiring description of multiple endpoints, rapid model development, application of machine learning-based analytics, and use of high dimensional and real-world data. Considerations for the continued evolution future of DPMs to serve as community-maintained expert systems are also provided.Entities:
Keywords: MIDD; decision-making; disease progression model; drug development
Mesh:
Year: 2022 PMID: 35411507 PMCID: PMC9000925 DOI: 10.1007/s11095-022-03257-3
Source DB: PubMed Journal: Pharm Res ISSN: 0724-8741 Impact factor: 4.580
Fig. 1Components of a Disease Progression Model for Use in Drug Development.
Fig. 2Flow of Information from Data Source to DPM Development Utilization*. *Information Propagates from Data Sources (light green nodes) to Utilization (brown, tan, lavender, and pink nodes) through Data Types (red nodes) and Model Types (light red, purple, and light purple nodes). The Evolution of DPMs is Depicted by Linkage Color. The light blue linkages are the earliest, which expanded to include natural history data sources (dark blue) and Aggregate Level Data Types (green). The Current State Includes Non-clinical Data Sources and Mechanistic DPM (peach). Real World Evidence (orange linkages) is Depicted as Potential Future State.
Some Illustrative Disease Progression Models across Therapeutic Areas.
| Model Reference | Therapeutic Area and Class | Data Informing Model | Model Structure and Type | Application |
|---|---|---|---|---|
| Holford | Alzheimer’s disease | Alzheimer’s patient data (placebo, tacrine 40 mg, tacrine 80 mg) for 10 weeks | Nonlinear mixed effects | Description of symptomatic effects of tacrine in Alzheimer’s patients from a single trial |
| Barendregt | Asthma/epidemiology | Victorian Burden of Disease Study/Australian Bureau of Statistics | Multi-state life table | A generic model for the assessment of disease epidemiology |
| Kowalski | Surgery Pain | Data from a parallel-group, placebo-controlled study evaluating single oral doses of placebo, 3, 10, and 60 mg SC-75416 capsules, and 50 mg rofecoxib with 50 patients per group | Nonlinear logistic-normal | Dose selection and clinical development |
| Hutmacher | Rheumatoid Arthritis (RA) | Dose ranging in 264 RA patients | Introduction of indirect latent response variable | Dose Selection |
| Ito | Alzheimer’s disease | 576 mean ADAS-cog changes from baseline data points of 52 trials in the literature, representing data from approximately 19,972 patients and more than 84,000 individual observations | Nonlinear mixed effects | Trial duration determination for disease modifying agents |
| Ito | Alzheimer’s disease | 817 mild to moderate patients in a Natural history study | Nonlinear mixed effects | Incorporation and use of biomarkers as predictive markers of disease progression |
| Hu | Psoriasis | Two Phase III studies in severe Psoriasis | Informative dropout/Longitudinal Mixed Effects logistic regression | Support of dose regimen and support for alternative regimens |
| Hu | Psoriasis | Two Phase III studies in severe Psoriasis | Latent variable with standard logit transofrmation to bound tails | Improvement to previous model by bounding outcomes |
| Rogers | Alzheimer’s disease | Literature and Patient-level data from Open registry | Beta-regression | First model approved in the FDA Fit for Purpose Pathway. Shared model |
| Ueckert | Alzheimer’s disease | 2744 patients, ADAS-Cog | Item response Theory | Early example of application of IRT to DPMs |
| Conrado | Alzheimer’s disease | 4495 patients ADAS-COG11 from Coalition Against Major Disease Database (15 RCTs) | Beta regression | Model refinement and verification rates of progression of earlier publications |
| Hu | Methodology | NA | Latent variable indirect response | New Method Description |
| Novakovic | Multiple sclerosis (RRMS) | 1319 multiple sclerosis patients | Item response theory | Estimation of drug disease modifying effect |
| Karelina | Alzheimer’s | TG576 mouse data, longitudinal soluble and insoluble CSF and plasma A-beta healthy and patient data, Pib-PET data (healthy subjects) | Mechanisitic (QSP) | Estimation of required trial duration for observation of disease modifying effects in AD |
| Kaddi | Acid Sphingomyelinase Deficiency | Literature (enzyme kinetics) preclinical studies, natural History Study, Phase I patient studies, | Mechanistic (QSP) with 4 sub-models (pk, molecular, cellular, organ) | Assessment of systemic pharmacological effects in adult and pediatric patients, variability within and across these patient populations, and extrapolation of treatment response from adults to pediatrics |
| Gottipati | Parkinson’s disease | 554 patients UPDRS and MDS-UPDRS | Item response | |
| Louis | None | Riemannian Geometry Learning for Disease Progression Modelling | Riemannian manifold learning | Method development |
| Kim | Alzheimer’s disease | 645 patients (129 SCI, 270 AMCI, and 246 ADD) followed up more than three times to obtain CDR-SB scores at the Samsung Medical Center from Jan. 2003 to Dec. 2015. Data shared by author upon request | Mixed-effect predictive model expressed in SAS | Understanding of the effect of education on cognitive trajectories – no described regulatory use |
| Fourage | Centronuclear myopathy | 59 patients, 15 with DNM2 mutation and 44 patients with mutation in the MTM1 gene. Patients had been evaluated every 3 months under 2 years of age, every 6 months between 2 and 6 years of age, and, for patients older than 6, at 6 months and 12 months after enrolment and then once a year | Bayesian predictive model—Proc MCMC in SAS 9.4 | Model adequately predicted the natural evolution of patients over the duration of the study and will facilitate future trial designs that can cope with disease rarity |
| Rao | COVID-19 | Literature ( | Integrated multi-endpoint QSP model of within-host SARS-CoV-2 viral dynamics and the immune response | Utilized for duration Selection for Paxlovid™ |
| Wang | COPD | real-world longitudinal Electronic Medical Record (EMR) database of over 300,000 patients | Unsupervised learning/Markov Model | no |
Fig. 3Schematic of BPD Disease Progression with Variables of Clinical Interest Linked to Stage of Progression.