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Abstract: In earlier work, we used a typed function calculus, XML, with dependent types to analyze several aspects of the Standard ML type system. In this paper, we introduce a refinement of XML with a clear compile-time/run-time phase distinction, and a direct compile-time type checking algorithm. The calculus uses a finer separation of types into universes than XML and enforces the phase distinction using a nonstandard equational theory for module and signature expressions. While unusual from a... (Update)
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BibTeX entry: (Update)
Robert Harper, John C. Mitchell, and Eugenio Moggi. Higher-order modules and the phase distinction. In Seventeenth ACM SIGACT-SIGPLAN Symposium on Principles of Programming Languages, pages 341--354, San Francisco, January 1990. http://citeseer.ist.psu.edu/article/harper90higherorder.html More
@inproceedings{ harper90higherorder,
author = "Robert Harper and John C. Mitchell and Eugenio Moggi",
title = "Higher-order modules and the phase distinction",
booktitle = "Conference record of the {S}eventeenth {A}nnual {ACM} {S}ymposium on {P}rinciples of {P}rogramming {L}anguages",
month = "January",
address = "San Francisco, CA",
pages = "341--354",
year = "1990",
url = "citeseer.ist.psu.edu/article/harper90higherorder.html" }
Citations (may not include all citations):325 Towards a theory of type structure (context) - Reynolds - 1974
291 Computational lambda calculus and monads - Moggi - 1989
236 Intuitionistic Type Theory (context) - Martin-Lof - 1984
132 Interpretation fonctionelle et elimination des coupures de l.. (context) - Girard - 1972
109 Programming in martin-lof's type theory (context) - Nordstrom, Peterson et al. - 1988
98 Using dependent types to express modular structure - MacQueen - 1986
87 Operational Semantics and Polymorphic Type Inference (context) - Tofte
38 de l'interpretation de Godel `a l'analyse, et son applicatio.. (context) - Girard - 1971
37 A kernel language for abstract data types and modules (context) - Burstall, Lampson - 1984
35 The essence of ML (context) - Mitchell, Harper - 1988
29 A category-theoretic account of program modules - Moggi - 1989
28 The semantics of second-order lambda calculus (context) - Bruce, Meyer et al. - 1989
22 A type discipline for program modules (context) - Harper, Milner et al. - 1987
22 Phase distinctions in type theory - Cardelli - 1988
9 for Foundations of Computer Science (context) - Harper, MacQueen et al. - 1986
9 for Foundations of Computer Science (context) - Harper, Milner et al. - 1987
The graph only includes citing articles where the year of publication is known.
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Incremental Recompilation for Standard ML of New Jersey - Harper, Lee, Pfennig, Rollins (1994) (Correct)
A Type-Theoretic Approach to Higher-Order Modules with Sharing - Harper, Lillibridge (1993) (Correct)
A Simplified Account of Polymorphic References - Harper (1993) (Correct)
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