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Agda (theorem prover) : ウィキペディア英語版
Agda (programming language)

Agda is a dependently typed functional programming language originally developed by Ulf Norell at Chalmers University of Technology with implementation described in his PhD thesis.〔Ulf Norell. Towards a practical programming language based on dependent type theory. PhD Thesis. Chalmers University of Technology, 2007. ()
〕 The current version of Agda was originally known as Agda 2. The original Agda system was developed at Chalmers by Catarina Coquand in 1999. The current version is a full rewrite, which should be considered a new language that shares a name and tradition.
Agda, unlike Coq, has no support for tactics, and proofs are written in a functional programming style. The language has ordinary programming constructs such as data types, pattern matching, records, let expressions and modules, and a Haskell-like syntax. The system has an Emacs interface but can also be run in batch mode from the command line.
Agda is based on Zhaohui Luo's UTT〔Luo, Zhaohui. ''Computation and reasoning: a type theory for computer science''. Oxford University Press, Inc., 1994.〕 a type theory similar to Martin-Löf type theory.
== Features ==


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