Useful programming languages are deeply rooted in lambda calculus.

Purposeful programming languages are deeply rooted in lambda calculus.

Functional programming languages are deeply rooted in lambda calculus.

Treats various kinds of languages, beginning with the pure-lambda-calculus and More...

Functional programming is based on the lambda calculus.

The most famous early example is Alonzo Church's simply typed lambda calculus.

The most famous early example is Alonzo Church's lambda calculus.

The lambda calculus is equivalent to the Turing machine formalism.

More specifically, we use the lambda-Pi-calculus modulo rewriting, a lambda calculus equipped with dependent types and term rewriting, as a language for defining logics and expressing proofs in those logics.

Type theory is based on the lambda calculus which is purely functional.

Lambda calculus formula were used to represent the words’ meaning (lexical items).

Lambda calculus' is a branch of mathematics that deals with functions created on the fly.

Under the covers, this notation expands into Kernel-E, a minimalist lambda-language much like Scheme or Smalltalk.

The lambda calculus allows a user to construct a function from a variable and an expression.

It is all about information, copy, ubiquity ; and even lambda calculus in some way.