Releases: flnankai/HDElliptical
Releases · flnankai/HDElliptical
Release list
HDElliptical 0.1.2
CRAN resubmission release.
- Completes Authors@R roles for Long Feng and Dan Zhuang.
- Distinguishes HDElliptical copyright from the external GEMcluster reference implementation.
- Corrects the licensing headers of two original Chapter 4 C++ files to Long Feng / MIT.
- Local R 4.6.1 check: 0 errors, 0 warnings, 1 expected Windows DLL-symbol note.
- GitHub Actions: Status OK on Windows, macOS, Ubuntu release, and Ubuntu R-devel.
- Test suite: 6,267 passes, no failures, warnings, or skips.
Source archive SHA-256:
4EBBDA140111BD0CA366AD52870C7F1988FA1C21093212286FB10F14767B1377
HDElliptical 0.1.1
CRAN candidate release. This patch fixes README links in built source packages and records version 0.1.1. GitHub Actions passed on Windows, macOS, Ubuntu R-release, and Ubuntu R-devel. Win-builder R-devel completed with 0 errors, 0 warnings, and 1 incoming-feasibility note for the new submission and the correctly spelled author surname Feng.
HDElliptical 0.1.0
HDElliptical 0.1.0 is the first public release of the companion R/Rcpp package for High-Dimensional Data Analysis for Elliptically Symmetric Distributions.
Highlights
- 176 public R APIs, 140 registered native calls, and 223 Rd topics.
- Seven-chapter traceability ledger: 83 implemented method rows, 2 review-only rows, and 2 source-blocked rows.
- Strict numerical diagnostics and explicit no-repair/fail-fast contracts for high-dimensional inference, classification, dimension reduction, and clustering.
Validation
- GitHub Actions run 31912164010 passed on Windows R-release, macOS R-release, Ubuntu R-release, and Ubuntu R-devel.
- Installed test suite: 56 files, 688 test blocks, 6,267 passing assertions, with 0 failures, warnings, errors, or skips.
- Standard R CMD check: 0 ERROR, 0 WARNING, 1 NOTE.
- Remote-enabled R CMD check --as-cran: 0 ERROR, 0 WARNING, 2 NOTEs.
Reproducibility
- Deterministic descriptive benchmarks are included in the repository.
- This release does not claim reproduction of paper-specific simulation studies.