oscar-system/Oscar.jl
May 2025 – Feb 2026
3 Months active
Languages Used
JuliaBibTeXMarkdown
Technical Skills
Abstract AlgebraAlgebraic GeometryCombinatoricsPolynomial RingsSymbolic ComputationDocumentation
RPaegelow
PROFILE
Rpaegelow
Raphaël Paegelow developed and documented core algebraic-combinatorics features for the Oscar.jl repository, focusing on the implementation of wreath Macdonald polynomials in the Schur basis. He designed new Julia functions to compute these polynomials and their coefficients, grounding the work in established mathematical literature and ensuring robust test coverage. Over several months, Raphaël enhanced the documentation by adding bibliographic references, clarifying mathematical definitions, and connecting the algorithms to broader combinatorial geometry concepts. His technical writing and use of Markdown improved onboarding for researchers and contributors, while his attention to documentation standards and code clarity supported future development and collaboration.
Overall Statistics
Feature vs Bugs
100%Features
Repository Contributions
3Total
Bugs
0
Commits
3
Features
3
Lines of code
467
Activity Months3
Your Network
33 peopleSame Organization
@umontpellier.fr1
Work History
February 2026
1 Commits • 1 Features
Feb 1, 2026February 2026 monthly summary: Feature delivered: Wreath Macdonald polynomial documentation enhancements in oscar-system/Oscar.jl, including references and clarification of the algorithm's basis; added author attribution and significance notes to reflect contributions and the mathematical implications in the combinatorial geometry context. No major bugs fixed this month. Impact: improved developer onboarding, clearer external contributor guidance, and tighter alignment between mathematical concepts and the implementation, supporting future feature work. Technologies/skills demonstrated: Julia, documentation standards, cross-referencing, code comments, collaboration with external contributors, and Git-based release hygiene.
1 Commits • 1 Features
Feb 1, 2026February 2026 monthly summary: Feature delivered: Wreath Macdonald polynomial documentation enhancements in oscar-system/Oscar.jl, including references and clarification of the algorithm's basis; added author attribution and significance notes to reflect contributions and the mathematical implications in the combinatorial geometry context. No major bugs fixed this month. Impact: improved developer onboarding, clearer external contributor guidance, and tighter alignment between mathematical concepts and the implementation, supporting future feature work. Technologies/skills demonstrated: Julia, documentation standards, cross-referencing, code comments, collaboration with external contributors, and Git-based release hygiene.
February 2026
August 2025
1 Commits • 1 Features
Aug 1, 2025August 2025 — Delivered substantive documentation enhancements for wreath Macdonald polynomials in oscar-system/Oscar.jl, adding bibliographic references and expanding the introductory explanation to include precise mathematical definitions and connections to related areas. This work improves accessibility for researchers and onboarding for new users. No major bugs fixed this month; focus remained on documentation quality and knowledge transfer. Technologies demonstrated include the Julia ecosystem, documentation tooling, and rigorous mathematical exposition to support business value and adoption.
August 2025
1 Commits • 1 Features
Aug 1, 2025August 2025 — Delivered substantive documentation enhancements for wreath Macdonald polynomials in oscar-system/Oscar.jl, adding bibliographic references and expanding the introductory explanation to include precise mathematical definitions and connections to related areas. This work improves accessibility for researchers and onboarding for new users. No major bugs fixed this month; focus remained on documentation quality and knowledge transfer. Technologies demonstrated include the Julia ecosystem, documentation tooling, and rigorous mathematical exposition to support business value and adoption.
May 2025
1 Commits • 1 Features
May 1, 2025Month: 2025-05 — Summary of developer work focuses on delivering a core algebraic-combinatorics feature for Oscar.jl, with emphasis on reliability, documentation, and test coverage. Implemented wreath Macdonald polynomials in the Schur basis, including new code, tests, and user documentation; established functions to compute the polynomials and their coefficients with reference to established literature. No major bugs fixed this month; minor maintenance tasks performed as needed.
1 Commits • 1 Features
May 1, 2025Month: 2025-05 — Summary of developer work focuses on delivering a core algebraic-combinatorics feature for Oscar.jl, with emphasis on reliability, documentation, and test coverage. Implemented wreath Macdonald polynomials in the Schur basis, including new code, tests, and user documentation; established functions to compute the polynomials and their coefficients with reference to established literature. No major bugs fixed this month; minor maintenance tasks performed as needed.
May 2025
Activity
Loading activity data...
Quality Metrics
Correctness96.6%
Maintainability96.6%
Architecture96.6%
Performance93.4%
AI Usage20.0%
Skills & Technologies
Programming Languages
BibTeXJuliaMarkdown
Technical Skills
Abstract AlgebraAlgebraic GeometryCombinatoricsDocumentationMathematicsPolynomial RingsSymbolic ComputationTechnical Writingcombinatoricsdocumentationmathematics
Repositories Contributed To
Overview of all repositories you've contributed to across your timeline