Two papers from the University of Kansas Functional Programming Group have been accepted for publication at Haskell’15! One about using HERMIT for equational reasoning, and the other about a monad-based design pattern for remote control that externalizes monadic execution. We’ve put the preprints on our webpage.
Reasoning with the HERMIT: Tool support for equational reasoning on GHC core programs
A. Farmer, N. Sculthorpe, and A. Gill, “Reasoning with the HERMIT: Tool support for equational reasoning on GHC Core programs,” in Proceedings of the 8th ACM SIGPLAN Symposium on Haskell, ser. Haskell 2015. New York, NY, USA: ACM, 2015, pp. 23–34.
A benefit of pure functional programming is that it encourages equational reasoning. However, the Haskell language has lacked direct tool support for such reasoning. Consequently, reasoning about Haskell programs is either performed manually, or in another language that does provide tool support (e.g. Agda or Coq). HERMIT is a Haskell-specific toolkit designed to support equational reasoning and user-guided program transformation, and to do so as part of the GHC compilation pipeline. This paper describes HERMIT’s recently developed support for equational reasoning, and presents two case studies of HERMIT usage: checking that type-class laws hold for specific instance declarations, and mechanising textbook equational reasoning.
The remote monad design pattern
A. Gill, N. Sculthorpe, J. Dawson, A. Eskilson, A. Farmer, M. Grebe, J. Rosenbluth, R. Scott, and J. Stanton, “The remote monad design pattern,” in Proceedings of the 8th ACM SIGPLAN Symposium on Haskell. New York, NY, USA: ACM, 2015, pp. 59–70.
Remote Procedure Calls are expensive. This paper demonstrates how to reduce the cost of calling remote procedures from Haskell by using the remote monad design pattern, which amortizes the cost of remote calls. This gives the Haskell community access to remote capabilities that are not directly supported, at a surprisingly inexpensive cost.