[HTML][HTML] Conditional aggregation operators defined by the Choquet integral and the Sugeno integral with respect to general fractal measures
Conditional aggregation operators are defined by the Choquet integral and the Sugeno
integral with respect to a monotone set function that assesses positive measure of the …
integral with respect to a monotone set function that assesses positive measure of the …
Coherent upper conditional expectations defined by fractal measures and the probabilistic representation of quantum states
Coherent upper conditional expectations are introduced through fractal outer measures to
consider conditioning events that have zero probability with respect to the initial probability …
consider conditioning events that have zero probability with respect to the initial probability …
Coherent Upper Conditional Previsions Defined by Fractal Outer Measures to Represent the Unconscious Activity of Human Brain
A mathematical model of coherent upper conditional previsions defined by fractal outer
measures is proposed to represent the unconscious activity of human brain in AI. By …
measures is proposed to represent the unconscious activity of human brain in AI. By …
Defining Coherent Upper Conditional Previsions in a General Metric Space Using Distinct Dimensional Fractal Outer Measures
This article presents a novel approach to constructing models of CUCP for both bounded
and unbounded random variables in a metric space. The models are built upon the concept …
and unbounded random variables in a metric space. The models are built upon the concept …
Generalized Fractal Dimensions and Gauges for Self-Similar Sets and Their Application in the Assessment of Coherent Conditional Previsions and in the Calculation …
In this paper, we compute the generalized Hausdorff and packing dimensions of self-similar
sets that meet the open set condition. We thoroughly characterize the class of Hausdorff …
sets that meet the open set condition. We thoroughly characterize the class of Hausdorff …
[引用][C] Special journal issue on Uncertainty, Heterogeneity, Reliability and Explainability in AI
S Benferhat, K Tabia - 2023 - dl.acm.org
Special journal issue on Uncertainty, Heterogeneity, Reliability and Explainability in AI |
International Journal of Approximate Reasoning skip to main content ACM Digital Library home …
International Journal of Approximate Reasoning skip to main content ACM Digital Library home …