Search results for: Ioan Despi
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Lecture Notes in Computer Science > Artificial Intelligence and Computational Intelligence > Fuzzy Computation > 566-570
In this paper, we review the notions of IF-Bags and Fuzzy Shadows and define the notion of IF-Shadows. We discuss some scenarios where real-life knowledge can be represented in the form of IF-Shadows. In this context we further study some characteristics of IF-Shadows.
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Using Caputo fractional derivative of order α we build the fractional α tangent fiber bundle and its main geometrical structures. We consider Poisson realizations for Maxwell-Bloch and Rabinovich differential equations that allow us to construct a Leibniz algebroid structure on $${\mathbb{R}}^{3}.$$ Fractional differential equations on algebroids are defined, some conclusions and numercic simulations...
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In this paper, we discuss some knowledge representation scenarios where it is necessary to define the types of correspondence between the objects contained in bags. In this regard, we define BB mappings and study some of their characteristics.
