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An Extensible Module Algebra For Maude
 by Francisco Duran & Josť Meseguer.

Abstract
The fact that rewriting logic and Maude are reflective, so that rewriting logic specifications can be manipulated as terms at the metalevel, opens up the possibility of defining an algebra of module composition and transformation operations within the logic. This makes such a module algebra easily modifiable and extensible, enables the implementation of language extensions within Maude, and allows formal reasoning about the module operations themselves. In this paper we discuss in detail the Maude implementation of a specific choice of operations for a module algebra of this type, supporting module operations in the Clear/OBJ tradition as well as the transformation of object-oriented modules into system modules.
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