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Qun Niu

Researcher at Shanghai University

Publications -  45
Citations -  1167

Qun Niu is an academic researcher from Shanghai University. The author has contributed to research in topics: Electric power system & Optimization problem. The author has an hindex of 14, co-authored 38 publications receiving 905 citations.

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A biogeography-based optimization algorithm with mutation strategies for model parameter estimation of solar and fuel cells

TL;DR: The BBO-M uses the structure of biogeography-based optimization algorithm (BBO), and both the mutation motivated from the differential evolution (DE) algorithm and the chaos theory are incorporated into the BBO structure for improving the global searching capability of the algorithm.
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An improved TLBO with elite strategy for parameters identification of PEM fuel cell and solar cell models

TL;DR: An improved and simplified teaching-learning based optimization algorithm (STLBO) is proposed to identify and optimize parameters for PEM fuel cell as well as solar cell models by introducing an elite strategy to improve the quality of population and a local search is employed to further enhance the performance of the global best solution.
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An improved adaptive binary Harmony Search algorithm

TL;DR: An improved adaptive binary Harmony Search (ABHS) algorithm is proposed in this paper to solve the binary-coded problems more effectively and outperforms the binary Harmony search algorithm, the novel global Harmony Search algorithm and the discrete binary Particle Swarm Optimization in terms of the search accuracy and convergence speed.
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A comprehensive study of economic unit commitment of power systems integrating various renewable generations and plug-in electric vehicles

TL;DR: In this paper, a hybrid unit commitment framework is proposed to improve the reliability of the unit commitment by generating a range of scenarios based on multiple distributions of renewable generations under different prediction errors and extreme predicted value conditions.
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An efficient harmony search with new pitch adjustment for dynamic economic dispatch

TL;DR: A new constraint handling technique is developed to effectively handle various constraints in the DED problem, and the violation of ramp rate limits between the first and last scheduling intervals that is often ignored by existing approaches for DED problems is effectively eliminated.