Changes in version 1.0.2 (2025-06-18) Minor Updates - Fixed title case in DESCRIPTION file for CRAN submission - Updated from "Re-estimation" to "Re-Estimation" as requested by CRAN Changes in version 1.0.1 Minor Updates - Function Removal: Removed ClopperPearsonCI() function as it was not being used in the main BSSR functionality - Documentation Updates: Updated all documentation to reflect the removal of confidence interval functionality - Package Optimization: Streamlined package to focus on core BSSR methods Changes in version 1.0.0 Initial Release This is the first release of bbssr, a comprehensive R package for blinded sample size re-estimation (BSSR) in two-arm clinical trials with binary endpoints. Main Features - Blinded Sample Size Re-estimation: Implement adaptive trial designs with BinaryPowerBSSR() - Multiple Exact Statistical Tests: Support for 5 different exact tests: - Pearson chi-squared test ('Chisq') - Fisher exact test ('Fisher') - Fisher mid-p test ('Fisher-midP') - Z-pooled exact unconditional test ('Z-pool') - Boschloo exact unconditional test ('Boschloo') - Flexible Design Options: Choose between restricted, unrestricted, and weighted BSSR approaches - Traditional Methods: Calculate power (BinaryPower()) and sample sizes (BinarySampleSize()) for fixed designs - Exact Confidence Intervals: Clopper-Pearson confidence intervals (ClopperPearsonCI()) - Rejection Regions: Compute exact rejection regions (BinaryRR()) Design Approaches - Restricted Design: Conservative approach ensuring final sample size ≥ initial sample size - Unrestricted Design: Flexible approach allowing both sample size increases and decreases - Weighted Design: Advanced approach using weighted averaging across interim scenarios Documentation - Comprehensive documentation with examples for all functions - Detailed vignettes explaining methodology and usage: - vignette("bbssr-introduction") - Getting started guide - vignette("bbssr-statistical-methods") - Statistical methodology - Complete README with practical examples Statistical Validity - All methods maintain exact Type I error control at specified α level - Exact statistical tests rather than asymptotic approximations - Suitable for small to moderate sample sizes common in clinical trials Dependencies - Base R (≥ 3.5.0) - fpCompare for robust floating-point comparisons - stats for statistical functions Development - Package follows R package development best practices - Comprehensive documentation with roxygen2 - Ready for CRAN submission