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Travelled to:
1 × Germany
1 × Poland
1 × Portugal
1 × Spain
1 × The Netherlands
1 × USA
1 × United Kingdom
2 × France
Collaborated with:
R.Nederpelt G.I.Jojgov B.Werner J.Endrullis H.Zantema E.Poll J.Zwanenburg F.Barbanera M.Fernández D.Kühlwein J.Urban E.Tsivtsivadze T.Heskes
Talks about:
type (5) theori (3) second (3) properti (2) rosser (2) rewrit (2) depend (2) church (2) proof (2) order (2)

Person: Herman Geuvers

DBLP DBLP: Geuvers:Herman

Contributed to:

KDIR 20112011
CSL 20092009
RTA 20042004
CSL 20022002
TLCA 20012001
CSL 19991999
CSL 19961996
LICS 19941994
LICS 19921992

Wrote 10 papers:

KDIR-2011-KuhlweinUTGH #automation #multi #ranking #reasoning
Multi-output Ranking for Automated Reasoning (DK, JU, ET, HG, TH), pp. 42–51.
CSL-2009-EndrullisGZ #term rewriting
Degrees of Undecidability in Term Rewriting (JE, HG, HZ), pp. 255–270.
RTA-2004-GeuversN #deduction
Rewriting for Fitch Style Natural Deductions (HG, RN), pp. 134–154.
CSL-2002-GeuversJ #interactive #logic #proving
Open Proofs and Open Terms: A Basis for Interactive Logic (HG, GIJ), pp. 537–552.
TLCA-2001-Geuvers #dependent type #higher-order #induction #type system
Induction Is Not Derivable in Second Order Dependent Type Theory (HG), pp. 166–181.
CSL-1999-GeuversPZ #proving #type system
Safe Proof Checking in Type Theory with Y (HG, EP, JZ), pp. 439–452.
CSL-1996-Geuvers #dependent type #higher-order #logic #modelling #type system
Extending Models of Second Order Predicate Logic to Models of Second Dependent Type Theory (HG), pp. 167–181.
LICS-1994-BarbaneraFG #algebra #composition #confluence #normalisation
Modularity of Strong Normalization and Confluence in the algebraic-λ-Cube (FB, MF, HG), pp. 406–415.
LICS-1994-GeuversW #on the #type system
On the Church-Rosser Property for Expressive Type Systems and its Consequences for their Metatheoretic Study (HG, BW), pp. 320–329.
LICS-1992-Geuvers #λ-calculus
The Church-Rosser Property for βη-reduction in Typed λ-Calculi (HG), pp. 453–460.

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.