데브허브 | DEVHUB | From Chaos to Clarity Mathematical Foundations for Maintainable React Applications - Héla Ben Khal
As React applications grow in size and complexity, developers often face challenges like sprawling state management, tangled dependency chains, and nested conditional logic. These problems can make codebases difficult to maintain, debug, and scale. But what if the solution lies in mathematics?
In this talk, we’ll explore how Graph Theory, Category Theory, and Lambda Calculus can bring clarity and structure to React applications. These mathematical principles provide a rigorous framework to solve common React challenges, from optimizing component relationships to simplifying state transitions and ensuring predictable, maintainable code.
Key Takeaways:
Harness Graph Theory to analyze and optimize React component trees, dependency graphs, and state management workflows.
Leverage Category Theory to abstract relationships, promote reusability, and manage side effects with Functors and Monads.
Apply Lambda Calculus to simplify complex logic through immutability, higher-order functions, and currying.
With practical examples, we’ll bridge the gap between theoretical concepts and real-world React development, equipping you with tools to transform chaotic codebases into maintainable, scalable, and efficient systems.
This talk is perfect for React developers who want to elevate their craft by combining the power of mathematics with the flexibility of React.
