Torsten Grote
University of Potsdam
10 Papers
63 Citations
Torsten Grote is an academic researcher from University of Potsdam. The author has contributed to research in topics: Answer set programming & Compiler. The author has an hindex of 8, co-authored 10 publications. Previous affiliations of Torsten Grote include Simon Fraser University.
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Papers
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Answer Set Programming for Stream Reasoning
TL;DR: While traditional ASP methods are devised for singular problem solving, new techniques to formulate and process problems dealing with emerging as well as expiring data in a seamless way are developed.
A General Approach to the Verification of Cryptographic Protocols Using Answer Set Programming
James P. Delgrande,Torsten Grote,Aaron Hunter +2 more
- 01 Sep 2009
TL;DR: A general approach to cryptographic protocol verification based on answer set programming, where cryptographic protocols are represented as extended logic programs where the answer sets correspond to traces of protocol runs.
The System BioC for Reasoning about Biological Models in Action Language C
S. Dworschak,Torsten Grote,Arne König,Torsten Schaub,Philippe Veber +4 more
- 03 Nov 2008
TL;DR: A toolbox for using action languages, including among them, a compiler mapping C and CTAID to logic programs under answer sets semantics along with a Web-service integrating different front- and back-ends for addressing dynamical systems by means of action description languages via answer set programming is described.
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Modelling cryptographic protocols in a theory of action
Aaron Hunter,Delgrande, James, P.,Torsten Grote +2 more
- 01 Jan 2009
TL;DR: It is argued that not only is a full declarative specification necessary, but it is also much more flexible than previous approaches, permitting among other things interleaved runs of different protocols and participants with varying abilities.
On the representation and verification of cryptographic protocols in a theory of action
James P. Delgrande,Aaron Hunter,Torsten Grote +2 more
- 30 Sep 2010
TL;DR: This work presents an approach for formalising and analysing cryptographic protocols in a theory of action, specifically the situation calculus, and provides a declarative specification of underlying assumptions and capabilities in the situations calculus.