"colss" a math-style expression evaluator for NumPy arrays [P]
Our take
Our Take on colss: Bridging Mathematical Notation and NumPy Workflows
The Python ecosystem has long celebrated NumPy as the backbone of numerical computing, yet its syntax often feels clunky when expressing complex mathematical ideas. A new library called colss aims to bridge this gap by enabling developers to write NumPy expressions in a more concise, math-like notation that mirrors how formulas appear on paper. For professionals working with data transformations—whether in healthcare analytics, financial modeling, or scientific research—the ability to express calculations more naturally can significantly reduce the cognitive load of translating mathematical intent into code. This library enters a space where many developers struggle: the gap between how they think about formulas and how they must write them in NumPy. Those exploring Healthcare (insurance, pop health, VBC) - actual AI use cases? often encounter this exact challenge when translating analytical models into executable code, and tools that streamline that translation deserve attention.
Built using C++, OpenMP, pybind11, ExprTk, and NumPy, colss allows users to evaluate expressions such as "sin(a+b) + log(b)^c + 12" directly, reducing the verbosity typically required for equivalent NumPy operations. The library supports logical expressions, arithmetic operations, ternary operators, and conditional expressions, making it suitable for a range of data manipulation tasks. The practical benefit becomes clear when comparing the traditional NumPy approach to what colss enables: a multi-line operation with multiple function calls collapses into a single, readable expression. This approach resonates with anyone who has spent time untangling complex spreadsheet formulas or debugging lengthy NumPy chains. Data professionals constantly seeking more efficient ways to handle transformations—whether identifying How to find missing data or restructuring datasets—understand how much time readability saves.
What makes colss interesting is its philosophy: it does not claim to be faster than NumPy or to replace it entirely. Instead, it positions itself as a complementary layer focused on expression clarity and brevity. The developer acknowledges the project is early-stage and actively seeks feedback, which signals a thoughtful approach to growth. This transparency matters in an ecosystem where tools often launch with overblown claims. By framing colss as a utility for improved readability rather than a performance revolution, the project sets realistic expectations while addressing a genuine pain point. The distinction matters because the data community has grown skeptical of tools that promise transformation but deliver marginal improvements.
Looking ahead, the question is not whether expression evaluators have a place in data workflows—they clearly do—but how they will evolve to meet growing demands for both simplicity and power. As more professionals without deep programming backgrounds engage with numerical computing, tools that make complex calculations accessible will likely gain traction. The success of colss will depend on its ability to expand capabilities while preserving the clarity that makes it compelling. For now, it represents a promising step toward making NumPy more approachable without sacrificing the functionality that makes it indispensable.
Built a small Python library called "colss" that lets you write NumPy expressions using a shorter, more mathematical syntax.
Built using C++, OpenMP, pybind11, ExprTk, and NumPy.
Github: https://github.com/SivaPA08/colss
Example:
a = np.array([1,2,3,4]) b = np.array([4,5,6,7]) c = 2 res = colss.query("sin(a+b) + log(b)^c + 12") It supports:
- logical expressions
- arithmetic operations
- ternary operators
- conditional expressions
Example:
a = np.array([1,2,3,4]) res = colss.query("a > 2 ? sqrt(a) : log(a+1)") res = colss.query("if( a>b , a+1 , b-1 )") Compared to plain NumPy syntax, the goal is mainly:
- shorter expressions
- math-like notation
- improved readability for larger and complex formulas
Still early-stage and looking for suggestions/feedback.
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