no code implementations • 18 Feb 2022 • Claudia Schon
In knowledge bases with commonsense knowledge, symbol names are usually chosen to have a meaning and this meaning provides valuable information for selection strategies.
no code implementations • 3 Jan 2022 • Claudia Schon, Ulrich Furbach, Marco Ragni
The human capability to reason about one domain by using knowledge of other domains has been researched for more than 50 years, but models that are formally sound and predict cognitive process are sparse.
1 code implementation • 23 Dec 2020 • Claudia Schon, Sophie Siebert, Frieder Stolzenburg
In this paper, we describe an effective procedure to determine the negated event or property in order to replace it by its inverse.
no code implementations • 26 Jan 2020 • Ulrike Barthelmeß, Ulrich Furbach, Claudia Schon
This paper aims at demonstrating how a first-order logic reasoning system in combination with a large knowledge base can be understood as an artificial consciousness system.
no code implementations • 30 Dec 2019 • Claudia Schon, Sophie Siebert, Frieder Stolzenburg
The CoRg system is a system to solve commonsense reasoning problems.
no code implementations • 20 Mar 2015 • Ulrich Furbach, Claudia Schon, Frieder Stolzenburg, Karl-Heinz Weis, Claus-Peter Wirth
Moreover, we use integrated case-based reasoning and machine learning techniques on the basis of the semantic structure of the questions and answer candidates to learn giving the right answers.
no code implementations • 20 Feb 2015 • Ulrich Furbach, Claudia Schon, Frieder Stolzenburg
Deontic logic is a very well researched branch of mathematical logic and philosophy.
no code implementations • 18 Nov 2014 • Ulrich Furbach, Claudia Schon, Frieder Stolzenburg
Deontic logic is a very well researched branch of mathematical logic and philosophy.
no code implementations • 18 Nov 2014 • Ulrich Furbach, Claudia Schon, Frieder Stolzenburg
This paper briefly characterizes the field of cognitive computing.
no code implementations • 28 Apr 2014 • Ulrich Furbach, Claudia Schon
Deontic logic is shown to be applicable for modelling human reasoning.