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Synthetic fibered (∞,1)-category theory
We study cocartesian fibrations in the setting of the synthetic (∞,1)-ca...
05/04/2021 ∙ by Ulrik Buchholtz, et al. ∙
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The Category of von Neumann Algebras
In this dissertation we study the category of completely positive normal...
04/06/2018 ∙ by Abraham A. Westerbaan, et al. ∙
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Using Dempster-Shafer Theory in Knowledge Representation
In this paper, we suggest marrying Dempster-Shafer (DS) theory with Know...
03/27/2013 ∙ by Alessandro Saffiotti, et al. ∙
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Category Theory for Modeling OOP
An outline and summary of four new potential applications of category th...
09/23/2017 ∙ by Moez A. AbdelGawad, et al. ∙
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XNMR: A tool for knowledge bases exploration
XNMR is a system designed to explore the results of combining the well-f...
03/13/2000 ∙ by L. Castro, et al. ∙
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Argumentative inference in uncertain and inconsistent knowledge bases
This paper presents and discusses several methods for reasoning from inc...
03/06/2013 ∙ by Salem Benferhat, et al. ∙
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Large-Scale Vandalism Detection with Linear Classifiers - The Conkerberry Vandalism Detector at WSDM Cup 2017
Nowadays many artificial intelligence systems rely on knowledge bases fo...
12/19/2017 ∙ by Alexey Grigorev, et al. ∙
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Toward a Category Theory Design of Ontological Knowledge Bases
06/09/2009 ∙ by Nikolaj Glazunov, et al. ∙
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I discuss (ontologies_and_ontological_knowledge_bases / formal_methods_and_theories) duality and its category theory extensions as a step toward a solution to Knowledge-Based Systems Theory. In particular I focus on the example of the design of elements of ontologies and ontological knowledge bases of next three electronic courses: Foundations of Research Activities, Virtual Modeling of Complex Systems and Introduction to String Theory.
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