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Umar

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Umar

During February 2026, Mdumr4 focused on enhancing the robustness of the polys module in the sympy/sympy repository. They addressed a bug in the degree() function, resolving ambiguous generator selection and improving error handling for polynomial algebra computations. By refining the function’s logic, Mdumr4 enabled support for a wider range of input types, including numeric generators, while ensuring that error messages were clearer and more informative. This work, implemented in Python and grounded in mathematical principles, improved the reliability of polynomial degree calculations and aligned the function’s documented behavior with its implementation, benefiting downstream symbolic computation and mathematical modeling workflows.

Overall Statistics

Feature vs Bugs

0%Features

Repository Contributions

1Total
Bugs
1
Commits
1
Features
0
Lines of code
123
Activity Months1

Your Network

153 people

Work History

February 2026

1 Commits

Feb 1, 2026

February 2026 — Focused on bolstering library robustness in the polys module of sympy/sympy. Delivered a targeted fix to the degree() function to resolve ambiguous generator selection and strengthen error handling, enabling more flexible input types and reducing surprising failures. The change expands support for input variations (including numeric generators under current constraints) and aligns with release notes to clarify behavior for users. This work improves reliability for polynomial degree computations, benefiting downstream mathematical modeling and symbolic computation in production code.

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Quality Metrics

Correctness80.0%
Maintainability80.0%
Architecture80.0%
Performance80.0%
AI Usage40.0%

Skills & Technologies

Programming Languages

Python

Technical Skills

Python programmingmathematicspolynomial algebra

Repositories Contributed To

1 repo

Overview of all repositories you've contributed to across your timeline

sympy/sympy

Feb 2026 Feb 2026
1 Month active

Languages Used

Python

Technical Skills

Python programmingmathematicspolynomial algebra