2005
DOI: 10.1007/11539117_86
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Particle Swarm Optimization Neural Network and Its Application in Soft-Sensing Modeling

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Cited by 20 publications
(11 citation statements)
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“…Chen and Yu [21] 2005 Proposition of a soft-sensor based on neural network and particle swarm optimization and validating its performance for soft sensing of gasoline endpoint through a comparative analysis using traditionally design neural network based soft sensors Luo and Shao [22] 2006 Developing a soft sensor based on neuro-fuzzy system, rough set theory and genetic algorithm for online estimation of freezing point of the light diesel fuel in fluid catalytic cracking unit, and demonstrating its efficacy through a comprehensive comparative study Xu et al [23] 2006 Design and testing of a soft sensor based on artificial neural network trained by Kalman particle swarm optimization algorithm for real-time monitoring of Acrylonitrile yield, and demonstrating its performance by conducting a comparative analysis Delgado et al [24] 2009 Designing a neuro-coevolutionary genetic fuzzy soft sensor for inferring the product composition in petroleum refining process, and proving its efficiency through a comprehensive comparative analysis Lahiri and Khalfe [25] 2010 Design and evaluation of a soft sensor based on support vector regression trained by differential evolutionary algorithm for online monitoring of commercial petrochemical plant and demonstrating its efficacy for the considered case study Sun and Ma [26] 2012 Designing a robust soft sensor using a fuzzy inference system optimized by genetic algorithm and particle swarm optimization methods, and proving its high computational capability using some traditional soft sensor designing techniques…”
Section: Time-delayed Dynamic Neural Networkmentioning
confidence: 98%
“…Chen and Yu [21] 2005 Proposition of a soft-sensor based on neural network and particle swarm optimization and validating its performance for soft sensing of gasoline endpoint through a comparative analysis using traditionally design neural network based soft sensors Luo and Shao [22] 2006 Developing a soft sensor based on neuro-fuzzy system, rough set theory and genetic algorithm for online estimation of freezing point of the light diesel fuel in fluid catalytic cracking unit, and demonstrating its efficacy through a comprehensive comparative study Xu et al [23] 2006 Design and testing of a soft sensor based on artificial neural network trained by Kalman particle swarm optimization algorithm for real-time monitoring of Acrylonitrile yield, and demonstrating its performance by conducting a comparative analysis Delgado et al [24] 2009 Designing a neuro-coevolutionary genetic fuzzy soft sensor for inferring the product composition in petroleum refining process, and proving its efficiency through a comprehensive comparative analysis Lahiri and Khalfe [25] 2010 Design and evaluation of a soft sensor based on support vector regression trained by differential evolutionary algorithm for online monitoring of commercial petrochemical plant and demonstrating its efficacy for the considered case study Sun and Ma [26] 2012 Designing a robust soft sensor using a fuzzy inference system optimized by genetic algorithm and particle swarm optimization methods, and proving its high computational capability using some traditional soft sensor designing techniques…”
Section: Time-delayed Dynamic Neural Networkmentioning
confidence: 98%
“…A Gaussian function used as the basis function and method of formula and coincidence degree algorithm used for the selection of input variables. In [62], studied the development procedure of PSO-NN soft-sensing model. In [63], the authors proposed the robust NN based soft-sensing modeling method for the biomass concentration in the process of fermentation.…”
Section: Neural Network-based Soft-sensing Modelsmentioning
confidence: 99%
“…Besides, it is computationally inexpensive in terms of both memory requirements and speed. As an evolutionary computation algorithm, PSO is an attractive choice for nonlinear programming because of the characteristics mentioned above [3][4][5]. But, it also has some defects, such as its global model is easily to fall into local optimum, and local model has disadvantage of slowest convergence in the later stage of evolution period during solving some complex problems.…”
Section: Introductionmentioning
confidence: 99%