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  Semantic Lego (1995) [35 citations — 0 self]

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by David Espinosa
http://www.swiss.ai.mit.edu:8000/users/dae/papers/sl.ps.Z
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Abstract:

We exhibit Semantic Lego, a modular system for constructing programming language implementations from denotational-style building blocks. We present languages as abstract data types, show that ADTs have advantages over interpreters, and incrementally construct semantics for them using type transformations and liftings. We derive specific type transformations (third order) and liftings (monads) from more fundamental considerations and show that monads transform rather than compose. Semantic Lego extends Moggi, Wadler, and Steele's earlier work and has applications to language extensibility, the construction of interpreters and compilers, and the study of semantic models.

Citations

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363 Computational Lambda-Calculus and Monads – Moggi - 1989
338 Category Theory for Computing Science – Barr, Wells - 1990
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140 Semantics of Programming Languages – Gunter - 1992
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35 Distributive laws – Beck - 1969
28 Extensible denotational language specifications – Cartwright, Felleisen - 1994
25 Building interpreters by composing monads – Jr - 1994
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17 A Categorical Approach to the Theory of Lists – Spivey - 1989
7 A modular approach to denotational semantics – Moggi - 1991
5 Category theory for the Working Mathematician – MacLane - 1971
4 Language Extensibility via First-class Interpreters and Constructive Modules – Espinosa - 1993
3 A unified system of parametrization for programming languages – Lamping - 1988
2 Action Semantics, volume 26 – Mosses - 1992
1 Language features for extensible programs. Available via http://www.cs.columbia.edu – Espinosa - 1993
1 Semantic Lego. Available via http://www.cs.columbia.edu – Espinosa - 1994