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Hong Wang

Researcher at Northeastern University (China)

Publications -  561
Citations -  10554

Hong Wang is an academic researcher from Northeastern University (China). The author has contributed to research in topics: Nonlinear system & Probability density function. The author has an hindex of 47, co-authored 510 publications receiving 8952 citations. Previous affiliations of Hong Wang include Zhejiang University & Shenyang Institute of Automation.

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Hybrid intelligent control for regrinding process in hematite beneficiation

TL;DR: In this paper, a hybrid intelligent control (HIC) method is proposed, which includes a fuzzy switching controller of the sump level interval, a multi-PI switching controller for the hydrocyclone feeding pressure and a conventional controller for feeding density, and it has been successfully applied to a regrinding process in a large-scale hematite beneficiation plant.
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Online estimation algorithm for the unknown probability density functions of random parameters in auto-regression and exogenous stochastic systems

TL;DR: In this article, the authors present a method to estimate the unknown probability density functions (PDFs) of random parameters for non-Gaussian dynamic stochastic systems, where the system is represented by an auto-regression and exogenous model, and the parameters and the system noise term are random processes characterised by their unknown PDFs.
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High-gain observer-based parameter identification with application in a gas turbine engine

TL;DR: In this article, a novel identification technique, that is high-gain observer-based identification approach, is proposed for systems with bounded process and measurement noises, for system parameters with abnormal changes, an adaptive change detection and parameter identification algorithm is next presented.
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Adaptive Nonlinear Actuator Fault Diagnosis for Uncertain Nonlinear Systems with Time‐Varying Delays

TL;DR: In this article, an adaptive fault diagnosis method for a class of time-delayed nonlinear systems via the use of adaptive updating rules is presented, where the considered system is represented by a dynamic state space model where the time delays are embedded into the state vector.
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Iterative Approximation of Statistical Distributions and Relation to Information Geometry

TL;DR: In this paper, the B-spline functions are used to approximate the Γ probability density function on a fixed length interval; then the coefficients of the approximation are related, through mean and variance calculations, to the two parameters (i.e. μ and β) in Γ distributions, and desired results have been obtained which are comparable to the trajectories obtained from the geodesic equation.