alan-misc.bib

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@techreport{Bohannon2007Boomerang:-Resourcef,
  alan = {1},
  author = {Aaron Bohannon and J. Nathan Foster and Benjamin C. Pierce and Alexandre Pilkiewicz and Alan Schmitt},
  date-added = {2011-02-25 14:32:28 +0100},
  date-modified = {2011-02-25 14:32:37 +0100},
  institution = {Dept. of CIS University of Pennsylvania},
  month = nov,
  number = {MS-CIS-07-15},
  title = {Boomerang: Resourceful Lenses for String Data},
  year = {2007}
}

@techreport{Pierce2003Bringing-Harmony-to-,
  alan = {1},
  author = {Benjamin C. Pierce and Alan Schmitt and Michael B. Greenwald},
  bcp = yes,
  date-added = {2011-02-24 15:06:15 +0100},
  date-modified = {2011-02-24 15:06:40 +0100},
  institution = {University of Pennsylvania},
  keys = {harmony},
  note = {Superseded by MS-CIS-05-02},
  number = {MS-CIS-03-42},
  plclub = yes,
  title = {Bringing Harmony to Optimism: A Synchronization Framework for Heterogeneous Tree-Structured Data},
  tr = {http://www.cis.upenn.edu/~bcpierce/papers/harmony-sync-tr.pdf},
  type = {Technical Report},
  year = 2003
}

@techreport{Lenglet2008Normal-bisimulations,
  alan = {1},
  author = {Sergue{\"\i} Lenglet and Alan Schmitt and Jean-Bernard Stefani},
  date-added = {2008-11-14 10:36:30 +0100},
  date-modified = {2012-01-19 10:16:37 +0000},
  institution = {INRIA},
  keywords = {process calculus; higher-order; behavioral theory; barbed congruence; normal bisimulation},
  month = sep,
  number = {RR-6664},
  read = {1},
  title = {Normal bisimulations in process calculi with passivation},
  tr = {http://hal.inria.fr/inria-00330565/en/},
  type = {Research Report},
  year = {2008},
  abstract = {Behavioral theory for higher-order process calculi is less well developed than for first-order ones such as the $\pi$-calculus. The most natural process equivalence relation, barbed congruence, is difficult to use in practice because of the infinite number of test contexts it requires. One is therefore lead to find simpler characterizations of barbed congruence, which may not be easy to do for higher-order process calculi, especially in the weak case. Such characterizations have been obtained for some calculi. For instance, in the case of the higher $\pi$-calculus, HO$\pi$, Sangiorgi has defined a notion of \emph{normal} bisimulation, which characterizes barbed congruence and that requires only a finite number of tests.
In this paper, we study bisimulations in higher-order calculi with a passivation operator, that allows the interruption and thunkification of a running process. We develop a normal bisimulation that characterizes barbed congruence, in the strong and weak cases, in a higher-order calculus with passivation, but without name restriction. We then show that this characterization result does not hold in the presence of name restriction.},
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}

@manual{Foster2006Harmony-Programmers-,
  alan = {1},
  author = {Foster, J. Nathan and Pierce, Benjamin C. and Schmitt, Alan},
  date-added = {2007-07-23 14:25:10 +0200},
  date-modified = {2011-12-06 09:39:05 +0000},
  homepage = {http://www.seas.upenn.edu/~harmony/},
  keywords = {Harmony},
  pdf = {http://www.seas.upenn.edu/~harmony/doc/manual.pdf},
  read = {1},
  title = {Harmony Programmer's Manual},
  year = 2006
}

@misc{Gapeyev2005The-Xtatic-Compiler-,
  alan = {1},
  author = {Vladimir Gapeyev and Michael Y. Levin and Benjamin C. Pierce and Alan Schmitt},
  date-modified = {2010-06-01 15:47:35 +0200},
  keys = {xtatic},
  keywords = {Xtatic, XML typing},
  read = {1},
  sources = {http://www.cis.upenn.edu/~bcpierce/papers/xtatic.tgz},
  title = {The {X}tatic Compiler and Runtime System},
  year = {2005}
}

@inbook{Fournet2002JoCaml:-a-Language-f,
  alan = {1},
  author = {C\'edric Fournet and Fabrice Le Fessant and Luc Maranget and Alan Schmitt},
  booktitle = {Proceedings of the 4th Summer School on Advanced Functional Programming, Oxford, 19-24 August 2002},
  date-modified = {2011-01-06 10:55:32 +0100},
  month = nov,
  pages = {129--158},
  ps = {http://www.irisa.fr/celtique/aschmitt/papers/afp4-jocaml.ps.gz},
  publisher = {Springer-Verlag},
  read = {1},
  series = {Lecture Notes in Computer Science},
  title = {JoCaml: a Language for Concurrent Distributed and Mobile Programming},
  year = {2002},
  bdsk-url-1 = {http://www.irisa.fr/celtique/aschmitt/papers/afp4-jocaml.ps.gz}
}

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