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Result: Generic Constraints for Type-Safe Embedded Programming

Title:
Generic Constraints for Type-Safe Embedded Programming
Authors:
Contributors:
The Pennsylvania State University CiteSeerX Archives
Collection:
CiteSeerX
Document Type:
Academic journal text
File Description:
application/pdf
Language:
English
Rights:
Metadata may be used without restrictions as long as the oai identifier remains attached to it.
Accession Number:
edsbas.6A8471D5
Database:
BASE

Further Information

Domain-specific languages (DSLs) are everywhere, with applications in areas such as parser gen-eration, music synthesis, parallel programming and even the design of domain-specific lan-guages. However, while the pay-off in using a DSL may be substantial, the cost of introducing a language may be made prohibitively high by the need to construct a supporting toolchain. A common tactic is to embed a DSL into a general-purpose host programming language. Existing infrastructure such as a language’s compiler or type system may be re-used, provided that the embedding accurately captures the properties of the DSL. While the rich type systems and orthogonal abstraction features of modern functional languages have proved particularly capable in this regard, they are not without their shortcomings. Building type-safe functions defined over an embedded DSL can introduce application-specific type constraints that end up being imposed on the DSL data types themselves. At best, these constraints are unwieldy and at worst they can limit the range of DSL expressions that can be built. In this thesis we tackle the problem of accurately embedding a DSL’s type system into that of the purely functional language Haskell. We present a framework for expressing application-specific constraints at the point of a DSL expression’s use rather than when the DSL’s embed-ding is defined. We show how our framework can be applied more generally to capture ar-bitrary properties of a DSL expression and, in certain cases, how we may subsequently prove additional safety properties such as the totality of a function which operates over DSL expres-sions. We evaluate our techniques by illustrating their use in constructing a DSL for heteroge-neous parallel programming. However, our methods have potentially wider applications such as context-dependent computation, which are also discussed.