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--- research:software:haskellaop [2012/10/02 13:23] – ifiguero
+++ research:software:haskellaop [2013/06/14 16:32] (current) – created ifiguero
@@ Line 1: / Line 1: @@
-====== A Typed Monadic Embedding of Aspects ======
+This page has been moved to: [[research/software/effectiveaspects]].
-We developed a novel approach to embed pointcut/advice aspects in a typed functional programming language like Haskell. Aspects are first-class, can be deployed dynamically, and the pointcut language is extensible. Type soundness is guaranteed by exploiting the underlying type system, in particular phantom types and a new anti-unification type class. The use of monads brings type-based reasoning about effects for the first time in the pointcut/advice setting, and makes it possible to modularly extend or modify the aspect language.
-====== GHC Extensions ======
-We implemented our approach in the Glasgow Haskell Compiler, GHC. [[ghc-extensions|Here]] we detail the extensions used.
-====== Source Code ======
-The source can be downloaded {{:research:software:aop1.zip | here}}. See the included README file for details. We tested the software in the [[http://hackage.haskell.org/platform/|Haskell Platform]] version 2012.2.0.0.
-The code depends on the following packages: random,  mtl, HUnit, QuickCheck, containers, haskell-src-meta, template-haskell,                polytypeable, and ghc-prim, which can be installed using the [[http://www.haskell.org/haskellwiki/Cabal-Install | cabal package manager]] included with the Haskell Platform.
-We include the paper examples, and tests used during development. The main difference between the code in the paper and the source code are:
-  * deployment/undeploy: we define the AOPMonad class with the deploy/undeploy top-level operations. These functions use the underlying deployInEnv / undeployInEnv functions defined by type class MonadDeploy.
-  * In file Function.hs we define tagged functions to provide a more robust notion of function equality. Join points, open function application, and weaving are modified to accept this new kind of functions.