This section bridges theoretical foundations with practical implementations. We'll explore compiler optimizations, functional language design patterns, and algorithmic representations that power modern applications of lambda calculus.
Core Topics
Language Embedding
Learn how hosted languages like Haskell and Rust integrate λ-calculus patterns through monads, functors, and type classes.
View Features →Compiler Techniques
Explore how λ-calculus expressions are transformed to optimized machine code through continuation passing style and graph reduction.
View Techniques →Need to Brush Up?
Ensure you've covered the basics of lambda expressions, reduction rules, and SKI combinators before diving in.
Review Basics