Step-by-step guides exploring λ-calculus, type theory, and computational foundations.
Master function abstraction and application through practical examples in pure λ-calculus.
Start the Tutorial →Learn Hindley-Milner type inference and type-class resolution in functional contexts.
Start the Tutorial →Implement monadic structures for sequencing computations in functional paradigms.
Start the Tutorial →Explore proofs-as-programs with dependently typed λ-calculus systems.
Start the Tutorial →For researchers and advanced practitioners looking to explore cutting-edge computational theories.
Connect category theory with type systems through concrete computational implementations.
Construct and verify formal proofs using interactive theorem proving systems.
Implement concurrent and distributed λ-calculus systems using modern computational frameworks.