Results 91 to 100 of about 978 (184)
Fuzzy spheres from inequivalent coherent states quantizations
, 2007 20 pagesInternational audienceThe existence of a family of coherent states (CS) solving the identity in a Hilbert space allows, under certain conditions, to quantize functions defined on the measure space of CS parameters.
Gazeau, J.-P. +3 more
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, 1996 Lukasiewicz quantum logic (LQL) is a particular example of a fuzzy quantum logic. LQL is semantically characterized by the class of all quantum MV algebras. The standard quantum MV algebra is based on the set of all effects in a Hilbert space.
Giuntini, Roberto +1 more
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Algebraic properties of complex fuzzy events in classical and in quantum information systems
, 1987 Baer∗-semigroups are regarded as the main abstract structures for an algebraic analysis of complex fuzzy events in generalized probability theory. This assumption is verified in the case of classical probability theory in the framework of measure and ...
Nisticò, Giuseppe, Cattaneo, Gianpiero
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Fuzzy Controllers Design Using Space-Filling Curves
In this paper we present a clustering technique for fuzzy rules based on Hilbert Space-filling Curves (SFC). SFC scans an n-dimensional space and reduces it to a curve, i.e. a one-dimensional line.
Elshafei-Ahmed, M, Ahmed, MS
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Fuzzy orthogonal random measure
, 1986 The fundamental theory of fuzzy orthogonal random measure, the value of which is the element of a Hilbert space, as classical orthogonal random measure, is established perfectly, such as the extension theorem, the corresponding integral, and the inner ...
Shaozhong, Cheng, Dsosu, Liu
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On Fuzzy Soft Projection Operators In Hilbert Space
Al-Qadisiyah Journal of Pure Science, 2021 Dr.Salim Dawood, Ali Qassim Jabur
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An exploration of neural networks for real-time flood forecasting [PDF]
, 2011 This thesis examines Artificial Neural Networks (ANNs) for rainfall-runoff modelling. A simple ANN was first developed to predict floods in the city of Rome, located in the Tiber River basin.
Napolitano, Giulia
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Supervised machine learning models using kernel methods, probability measures and fuzzy sets
, 2015 Esta tese propõe uma metodologia baseada em métodos de kernel, teoria fuzzy e probabilidade para tratar conjuntos de dados cujas observações são conjuntos de pontos.
Guevara Díaz, Jorge Luis
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Reliable numerical algorithm for handling fuzzy integral equations of second kind in Hilbert spaces
Filomat, 2019 Integral equations under uncertainty are utilized to describe different formulations of physical phenomena in nature. This paper aims to obtain analytical and approximate solutions for a class of integral equations under uncertainty. The scheme presented here is based upon the reproducing kernel theory and the fuzzy real-valued mappings ...
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General O(D)-equivariant fuzzy hyperspheres via confining potentials and energy cutoffs
, 2023 We summarize our recent construction [1–3] of new fuzzy hyperspheres SΛd of arbitrary dimension d ∈ N covariant under the full orthogonal group O(D), D = d+1. We impose a suitable energy cutoff on a quantum particle in RD subject to a confining potential
Fiore G.
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