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Open Knowledge
XHTML 1.0 W3C Rec
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Travelled to:
1 × Austria
1 × Brazil
1 × Canada
1 × Croatia
1 × Denmark
1 × Japan
1 × Poland
1 × Spain
2 × USA
2 × United Kingdom
Collaborated with:
J.Endrullis C.Grabmayer J.W.Klop V.v.Oostrom R.Bakhshi M.Bezem H.d.Nivelle H.H.Hansen A.Polonsky A.Silva L.S.Moss
Talks about:
rewrit (3) infinitari (2) construct (2) sequenc (2) complex (2) automat (2) specif (2) outermost (1) framework (1) orthogon (1)

Person: Dimitri Hendriks

DBLP DBLP: Hendriks:Dimitri

Contributed to:

LICS 20152015
RTA 20152015
CSL-LICS 20142014
LATA 20132013
ICFP 20122012
LICS 20122012
LICS 20102010
RTA 20102010
CADE 20092009
RTA 20092009
CADE 20032003
CADE 20002000

Wrote 12 papers:

LICS-2015-EndrullisGH #encoding
Regularity Preserving but Not Reflecting Encodings (JE, CG, DH), pp. 535–546.
RTA-2015-EndrullisHHP0 #equation #framework #induction #reasoning
A Coinductive Framework for Infinitary Rewriting and Equational Reasoning (JE, HHH, DH, AP, AS), pp. 143–159.
LICS-CSL-2014-EndrullisH #morphism #on the
On periodically iterated morphisms (JE, DH), p. 10.
LATA-2013-EndrullisGH #sequence
Mix-Automatic Sequences (JE, CG, DH), pp. 262–274.
ICFP-2012-EndrullisHB #complexity #equivalence #infinity #on the #specification
On the complexity of equivalence of specifications of infinite objects (JE, DH, RB), pp. 153–164.
LICS-2012-GrabmayerEHKM #automation #sequence
Automatic Sequences and Zip-Specifications (CG, JE, DH, JWK, LSM), pp. 335–344.
LICS-2010-EndrullisHK #combinator #composition #fixpoint
Modular Construction of Fixed Point Combinators and Clocked Bohm Trees (JE, DH, JWK), pp. 111–119.
RTA-2010-EndrullisGHKO #normalisation #orthogonal
Unique Normal Forms in Infinitary Weakly Orthogonal Rewriting (JE, CG, DH, JWK, VvO), pp. 85–102.
CADE-2009-EndrullisGH #complexity
Complexity of Fractran and Productivity (JE, CG, DH), pp. 371–387.
From Outermost to Context-Sensitive Rewriting (JE, DH), pp. 305–319.
adbmal (DH, VvO), pp. 136–150.
CADE-2000-BezemHN #automation #proving #type system #using
Automated Proof Construction in Type Theory Using Resolution (MB, DH, HdN), pp. 148–163.

Bibliography of Software Language Engineering in Generated Hypertext (BibSLEIGH) is created and maintained by Dr. Vadim Zaytsev.
Hosted as a part of SLEBOK on GitHub.