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Dreyer, Derek - Max-Planck-Institut für Softwaresysteme
Saarland University Faculty of Natural Sciences and Technology I
A Type System for WellFounded Recursion # Derek Dreyer
Modular Type Classes Derek Dreyer
Principal Type Schemes for Modular Programs Derek Dreyer and Matthias Blume
Mixin' Up the ML Module System Derek Dreyer Andreas Rossberg
Separation Logic in the Presence of Garbage Collection Technical Appendix
Logical Methods in Computer Science Vol. 7 (2:16) 2011, pp. 137
A Kripke Logical Relation Between ML and Assembly Chung-Kil Hur Derek Dreyer
The Impact of Higher-Order State and Control Effects on Local Relational Reasoning
The Impact of Higher-Order State and Control Effects on Local Relational Reasoning
F-ing Modules Andreas Rossberg
A Relational Modal Logic for Higher-Order Stateful ADTs
Mixin' Up the ML Module System Derek Dreyer Andreas Rossberg
Mechanizing the Metatheory of a Language With Linear Resources and Context Effects
A Type System for Recursive Modules Derek Dreyer
Recursive Type Generativity Derek Dreyer
A Type System for Higher-Order Modules (Expanded Version)
Separation Logic in the Presence of Garbage Collection Chung-Kil Hur Derek Dreyer Viktor Vafeiadis
How to Make Ad Hoc Proof Automation Less Ad Hoc Georges Gonthier
Two Heuristics for the Euclidean Steiner Tree Derek R. Dreyer Michael L. Overton y
A Type System for Higher-Order Modules (Expanded Version)
Derek Dreyer Research Statement MPI-SWS, Germany March 2010
Logical Step-Indexed Logical Relations Derek Dreyer
A Relational Modal Logic for Higher-Order Stateful ADTs (Technical Appendix)
A Type System for Well-Founded Recursion Derek Dreyer
JFP 17 (4 & 5): 433471, 2007. c 2007 Cambridge University Press doi:10.1017/S0956796807006429 Printed in the United Kingdom
A Type System for Recursive Modules Derek Dreyer
ZU064-05-FPR main 29 April 2011 15:27 Under consideration for publication in J. Functional Programming 1
Practical Type Theory for Recursive Modules Derek Dreyer
Two Heuristics for the Euclidean Steiner Tree Derek R. Dreyer
PROOFS AND TYPES JEAN-YVES GIRARD
A Kripke Logical Relation Between ML and Assembly Technical Appendix
Non-Parametric Parametricity neis@mpi-sws.org
Extensional Equivalence and Singleton Types CHRISTOPHER A. STONE
Department of Computer & Information Science Technical Reports (CIS)
Separation Logic in the Presence of Garbage Collection
ZU064-05-FPR main 18 July 2011 18:14 Under consideration for publication in J. Functional Programming 1
The Marriage of Bisimulations and Kripke Logical Relations Technical Appendix
The Marriage of Bisimulations and Kripke Logical Relations Chung-Kil Hur Derek Dreyer Georg Neis Viktor Vafeiadis
The Marriage of Bisimulations and Kripke Logical Relations Chung-Kil Hur Derek Dreyer Georg Neis Viktor Vafeiadis
Mixin' Up the ML Module System ANDREAS ROSSBERG, Google
How to Make Ad Hoc Proof Automation Less Ad Hoc
The Marriage of Bisimulations and Kripke Logical Relations
The Transitive Composability of Relation Transition Systems Technical Appendix
The Transitive Composability of Relation Transition Systems Chung-Kil Hur Georg Neis Derek Dreyer Viktor Vafeiadis