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Travelled to:
1 × Estonia
1 × Germany
2 × Denmark
2 × United Kingdom
7 × USA
Collaborated with:
J.Rehof A.Bondorf T.P.Jensen
Talks about:
languag (5) partial (4) evalu (4) calculus (3) applic (3) time (3) self (3) roll (3) specifi (2) analysi (2)

Person: Torben Æ. Mogensen

DBLP DBLP: Mogensen:Torben_=AElig==

Contributed to:

PEPM 20112011
SAC 20092009
PEPM 20082008
GPCE 20052005
PADL 20032003
PEPM 19991999
IFL 19971997
SAS 19961996
PEPM 19951995
PEPM 19931993
LOPSTR 19921992
PEPM 19921992
ESOP 19901990
FPCA 19891989
TAPSOFT, Vol.2: CCIPL 19891989

Wrote 15 papers:

PEPM-2011-Mogensen #partial evaluation
Partial evaluation of the reversible language janus (TÆM), pp. 23–32.
SAC-2009-Mogensen #game studies #specification
Troll, a language for specifying dice-rolls (TÆM), pp. 1910–1915.
PEPM-2008-Mogensen #functional #parametricity
Semi-inversion of functional parameters (TÆM), pp. 21–29.
GPCE-2005-Mogensen #equation
Semi-inversion of Guarded Equations (TÆM), pp. 189–204.
PADL-2003-Mogensen #specification
Roll : A Language for Specifying Die-Rolls (TÆM), pp. 145–159.
PEPM-1999-Mogensen #λ-calculus
Gödelization in the Untyped λ-Calculus (TÆM), pp. 19–24.
IFL-1997-Mogensen
Types for 0, 1 or Many Uses (TÆM), pp. 112–122.
SAS-1996-RehofM #constraints #finite
Tractable Constraints in Finite Semilattices (JR, TÆM), pp. 285–300.
PEPM-1995-Mogensen #online #partial evaluation #self #λ-calculus
Self-applicable Online Partial Evaluation of Pure λ Calculus (TÆM), pp. 39–44.
PEPM-1993-Mogensen
Constructor Spezialization (TÆM), pp. 22–32.
LOPSTR-1992-MogensenB #named #prolog #self
Logimix: A Self-Applicable Partial Evaluator for Prolog (TÆM, AB), pp. 214–227.
PEPM-1992-Mogensen #partial evaluation #self #λ-calculus
Self-applicable Partial Evaluation for Pure λ Calculus (TÆM), pp. 116–121.
ESOP-1990-JensenM #analysis #garbage collection
A Backwards Analysis for Compile-time Garbage Collection (TPJ, TÆM), pp. 227–239.
FPCA-1989-Mogensen #specification
Separating Binding Times in Language Specifications (TÆM), pp. 14–25.
CCIPL-1989-Mogensen #analysis #higher-order
Binding Time Analysis for Polymorphically Typed Higher Order Languages (TÆM), pp. 298–312.

Bibliography of Software Language Engineering in Generated Hypertext (BibSLEIGH) is created and maintained by Dr. Vadim Zaytsev.
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