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Proof Logic : A logical framework for theorem proving
Proof Logic is a functional and equational logical framework for theorem proving based on Combinatory Logic and LambdaCalculus, whose expressions are both terms and proofs proving the equality between two terms.
Symbolic LambdaCalculus is a logical formalism based on lambdacalculus and combinatory logic, in which there is only one kind of objects, which can represent either terms or equalities. It uses de Bruijn's and lambdacalculus notations.
The Penn Lambda Calculator is an interactive, graphics-based pedagogical software that helps students of linguistics and computer science practice the typed lambdacalculus.
A framework for dealing with lambdacalculus expressions.
...Among other features it provides
o a template instantiation machine for evaluating the value of an lambdacalculus expression,
o a template instantiation machine for evaluating the Hindley-Milner type (http://en.wikipedia.org/wiki/Hindley-Milner) of an lambdacalculus expression, and
o reference counter based memory management for lambdacalculus expressions and types.
"libmx" is written in C (C99).
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My personal computing suite provides some programs I developed as a hobbyist and currently include a lambdacalculus interpreter and a calculator which solves arithmetic expressions; both are written in C++.
LCI is an interpreter for the lambdacalculus. It supports many advances features like integers, recursion, user defined operators and multiple evaluation strategies.