
Define clinical trials and explain why statistics underpin rigorous research, with key concepts, trial phases, randomization, blinding, and ethics.
Design robust clinical trials by selecting appropriate study designs, including parallel, crossover, factorial, and adaptive. Calculate sample size, power, alpha, and apply randomization to ensure ethical, valid results.
Learn to design and manage data collection and management in clinical trials, from case report forms (CRFs) and EDC systems to data cleaning, validation, data lock, and regulatory compliance.
Explore descriptive statistics in clinical trials, including measures of central tendency and dispersion, data visualization with histograms, box plots, and scatter plots, and summarizing baseline characteristics.
Clarifies hypothesis testing fundamentals: null and alternative hypotheses, type 1 and 2 errors, and p values in clinical trials, and explains significance, power, confidence intervals, and study design considerations.
Explore t tests and anova to compare means across clinical trial groups, including independent and paired t tests, one-way and two-way anova, with post hoc tests and assumptions.
Explore chi-square tests of independence and Fisher's exact test for associations between categorical variables in clinical trials, using contingency tables and p-values.
Explore how correlation and simple linear regression reveal relationships between variables in clinical trials, using Pearson and Spearman methods to predict outcomes like dosage effects.
Explore how multiple regression and ANCOVA control for covariates to isolate predictor effects on outcomes in clinical trials, with practical interpretation and real-world examples.
Master logistic regression for predicting binary outcomes in clinical trials, interpret coefficients and odds ratios, and evaluate model performance with ROC curves, sensitivity, specificity, AIC, and cross-validation.
The “Statistics in Clinical Trials” course offers a comprehensive exploration of the statistical methods essential for clinical trial design, analysis, and interpretation, targeting professionals in clinical research who aim to enhance their analytical skills. This course covers foundational statistical principles, from basic descriptive statistics to advanced methods, providing participants with tools to ensure the validity and reliability of trial data. The curriculum spans 20 one-hour topics, blending theoretical understanding with practical applications, allowing participants to develop a robust statistical skill set tailored to clinical research needs.
The course begins with an overview of clinical trials and statistical concepts, setting the stage for deeper exploration of study design and the importance of methodological rigor. Early modules introduce key elements of clinical trial design, such as sample size calculation and randomization methods, which are critical for minimizing bias and ensuring trial validity. Participants will also learn about data management processes, including data collection, cleaning, and validation using tools like Case Report Forms (CRFs) and Electronic Data Capture (EDC) systems.
Moving into statistical analysis, participants explore descriptive statistics (measures of central tendency and dispersion) to summarize baseline characteristics and create graphical data representations, providing a solid foundation for data interpretation. The course also covers hypothesis testing fundamentals, including null and alternative hypotheses, Type I and Type II errors, and significance levels, ensuring that participants understand the role of statistical testing in clinical decision-making.
Building on these basics, the curriculum progresses into advanced topics like t-tests, ANOVA, Chi-square, and Fisher’s Exact tests for comparing means and analyzing categorical data. These methods are essential for assessing differences across patient groups and treatment outcomes. Further modules delve into correlation and regression analysis, including multiple and logistic regression techniques, which allow participants to evaluate relationships between variables and predict treatment effects.
The course also addresses specialized topics such as survival analysis, covering Kaplan-Meier estimates, log-rank tests, and Cox proportional hazards models, which are particularly relevant in trials involving time-to-event outcomes. For studies with repeated measurements or longitudinal data, participants learn about mixed-effects models and Generalized Estimating Equations (GEE) to analyze data across multiple time points effectively.
Additional topics include non-parametric methods for non-normal data, approaches for managing multiplicity and conducting interim analyses, and the design of equivalence and non-inferiority trials. Advanced methods such as Bayesian analysis and meta-analysis are introduced, offering participants alternative frameworks for trial design and evidence synthesis across studies.
The course concludes with practical guidance on reporting clinical trial results according to CONSORT guidelines, ensuring that participants can accurately and transparently present statistical findings. By covering a broad range of topics, this course equips clinical research professionals with the expertise needed to apply statistical methodologies confidently, supporting the design of scientifically rigorous trials that inform regulatory decisions and contribute to advancements in patient care.