
Explore the Verse calculus, a new core calculus for deterministic functional logic programming, featuring a small-step rewrite semantics for reasoning about programs similar to lambda calculus.

Explore a graded modal type theory with dependent types, erasure, and formalized meta-theoretic properties. Delve into its universe, extraction function, and soundness proofs for open programs.

Explore "beep boop," a humane representation of lambda calculus terms inspired by sound, offering an easier alternative to traditional notations for humans to utter and understand.

Explore the fascinating world of uncomputable functions, their implications for lambda calculus, and the limits of computation in this thought-provoking presentation.

Explore weighted relational models in differential λ-calculus and linear logic with Guy McCusker's insightful conference talk at CIRM.

Explore structural rules and algebraic properties of intersection types in lambda calculus, examining their impact on type assignment systems and programming language theory.

Explore the formalization of Lean's type theory with Mario Carneiro, delving into advanced concepts and techniques for theorem proving and mathematical reasoning.

Explore nominal equational reasoning and unification in PVS, focusing on formalizing techniques for handling bound variables in logical systems and programming languages.

Explore the history, syntax, and uses of lambdas across programming languages, examining their origins and relationship to data abstraction in this insightful talk.