ΛΛΜ is an experimental computational framework that explores the intersection of lambda calculus, μ-recursive functions, and modern programming paradigms. We bridge theoretical foundations with practical implementations.
To democratize access to complex computational theories by providing intuitive tools for experimentation with λ-calculus, combinatory logic, and recursive function systems.
Explore function creation and application using the foundation of functional programming.
Implement μ-recursive functions to understand computability and recursive problem solving.
Use our interactive playground to apply theoretical concepts to real-world computational models.
Chief Theoretical Architect
Design & Visual Systems
Implementation Lead