Subpopulation Treatment Effect Pattern Plot (STEPP) analysis for continuous, binary and count outcomes

Autor: William Barcella, Xin Victoria Wang, Bernard F. Cole, Wai ki Yip, Ann A. Lazar, Marco Bonetti, Richard D. Gelber
Jazyk: angličtina
Rok vydání: 2016
Předmět:
MEDICINE (ALL)
Data Interpretation
01 natural sciences
law.invention
010104 statistics & probability
0302 clinical medicine
Randomized controlled trial
law
Models
Statistics
Medicine
GENERALIZED LINEAR MODEL
RANDOMIZED CLINICAL TRIAL
SUBGROUP ANALYSIS
SUBPOPULATION TREATMENT EFFECT PATTERN PLOT (STEPP)
MEDICINE (ALL)
PHARMACOLOGY

subgroup analysis
Randomized Controlled Trials as Topic
SUBGROUP ANALYSIS
Tumor
General Medicine
Statistical
Treatment Outcome
030220 oncology & carcinogenesis
Data Interpretation
Statistical

Colorectal Neoplasms
Adenoma
Risk
Statistics & Probability
Clinical Sciences
Generalized linear model
Subgroup analysis
Plot (graphics)
Article
03 medical and health sciences
Folic Acid
Clinical Research
GENERALIZED LINEAR MODEL
Biomarkers
Tumor

Humans
Treatment effect
0101 mathematics
SUBPOPULATION TREATMENT EFFECT PATTERN PLOT (STEPP)
Pharmacology
Models
Statistical

Aspirin
business.industry
Prevention
RANDOMIZED CLINICAL TRIAL
randomized clinical trial
Subpopulation Treatment Effect Pattern Plot
Survival Analysis
Good Health and Well Being
business
Digestive Diseases
Biomarkers
Zdroj: Clinical trials (London, England), vol 13, iss 4
Popis: Background: For the past few decades, randomized clinical trials have provided evidence for effective treatments by comparing several competing therapies. Their successes have led to numerous new therapies to combat many diseases. However, since their conclusions are based on the entire cohort in the trial, the treatment recommendation is for everyone, and may not be the best option for an individual. Medical research is now focusing more on providing personalized care for patients, which requires investigating how patient characteristics, including novel biomarkers, modify the effect of current treatment modalities. This is known as heterogeneity of treatment effects. A better understanding of the interaction between treatment and patient-specific prognostic factors will enable practitioners to expand the availability of tailored therapies, with the ultimate goal of improving patient outcomes. The Subpopulation Treatment Effect Pattern Plot (STEPP) approach was developed to allow researchers to investigate the heterogeneity of treatment effects on survival outcomes across values of a (continuously measured) covariate, such as a biomarker measurement. Methods: Here, we extend the Subpopulation Treatment Effect Pattern Plot approach to continuous, binary, and count outcomes, which can be easily modeled using generalized linear models. With this extension of Subpopulation Treatment Effect Pattern Plot, these additional types of treatment effects within subpopulations defined with respect to a covariate of interest can be estimated, and the statistical significance of any observed heterogeneity of treatment effect can be assessed using permutation tests. The desirable feature that commonly used models are applied to well-defined patient subgroups to estimate treatment effects is retained in this extension. Results: We describe a simulation study to confirm that the proper Type I error rate is maintained when there is no treatment heterogeneity, and a power study to show that the statistics have power to detect treatment heterogeneity under alternative scenarios. As an illustration, we apply the methods to data from the Aspirin/Folate Polyp Prevention Study, a clinical trial evaluating the effect of oral aspirin, folic acid, or both as a chemoprevention agent against colorectal adenomas. The pre-existing R software package stepp has been extended to handle continuous, binary, and count data using Gaussian, Bernoulli, and Poisson models, and it is available on the Comprehensive R Archive Network. Conclusion: The extension of the method and the availability of new software now permit STEPP to be applied to the full range of clinical trial end points.
Databáze: OpenAIRE