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作品数：318被引量：354H指数：7
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相关作者：刘敏王旭黄博许雪峰廖斌更多>>
相关机构：重庆交通大学南京理工大学成都东软信息技术学院湖北大学更多>>
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Adaptive multi-step piecewise interpolation reproducing kernel method for solving the nonlinear time-fractional partial differential equation arising from financial economics被引量：1
《Chinese Physics B》2023年第3期53-57,共5页杜明婧 孙宝军 凯歌 
the National Natural Science Foundation of China(Grant Nos.71961022,11902163,12265020,and 12262024);the Natural Science Foundation of Inner Mongolia Autonomous Region of China(Grant Nos.2019BS01011 and 2022MS01003);2022 Inner Mongolia Autonomous Region Grassland Talents Project-Young Innovative and Entrepreneurial Talents(Mingjing Du);2022 Talent Development Foundation of Inner Mongolia Autonomous Region of China(Ming-Jing Du);the Young Talents of Science and Technology in Universities of Inner Mongolia Autonomous Region Program(Grant No.NJYT-20-B18);the Key Project of High-quality Economic Development Research Base of Yellow River Basin in 2022(Grant No.21HZD03);2022 Inner Mongolia Autonomous Region International Science and Technology Cooperation High-end Foreign Experts Introduction Project(Ge Kai);MOE(Ministry of Education in China)Humanities and Social Sciences Foundation(Grants No.20YJC860005).
This paper is aimed at solving the nonlinear time-fractional partial differential equation with two small parameters arising from option pricing model in financial economics.The traditional reproducing kernel(RK)metho...
关键词：time-fractional partial differential equation adaptive multi-step reproducing kernel method method numerical solution 
Phase order in one-dimensional piecewise linear discontinuous map
《Chinese Physics B》2018年第10期240-244,共5页Ru-Hai Du Sheng-Jun Wang Tao Jin Shi-Xian Qu 
Project supported by the National Natural Science Foundation of China(Grant No.11645005);the Interdisciplinary Incubation Project of Shaanxi Normal University(Grant No.5)
The phase order in a one-dimensional（1 D） piecewise linear discontinuous map is investigated. The striking feature is that the phase order may be ordered or disordered in multi-band chaotic regimes, in contrast to t...
关键词：CHAOS piecewise discontinuous map direction phase 
Piecewise spectrally band-pass for compressive coded aperture spectral imaging
《Chinese Physics B》2015年第8期248-253,共6页钱路路 吕群波 黄旻 相里斌 
supported by the National Natural Science Foundation for Distinguished Young Scholars of China(Grant No.61225024);the National High Technology Research and Development Program of China(Grant No.2011AA7012022)
Coded aperture snapshot spectral imaging(CASSI) has been discussed in recent years. It has the remarkable advantages of high optical throughput, snapshot imaging, etc. The entire spatial-spectral data-cube can be reco...
关键词：coded aperture spectral imaging compressive sensing information reconstruction 
Noise destroys the coexistence of periodic orbits of a piecewise linear map被引量：1
《Chinese Physics B》2013年第3期205-208,共4页王参军 杨科利 屈世显 
Project supported by the National Natural Science Foundation of China (Grant No. 10875076);the Science Foundation of the Education Bureau of Shaanxi Province,China (Grant No. 12JK0962);the Science Foundation of Baoji University of Science and Arts of China (Grant No. ZK11053)
The effects of Gaussian white noise and Gaussian colored noise on the periodic orbits of period-5（P-5） and period-6（P-6） in their coexisting domain of a piecewise linear map are investigated numerically.The probab...
关键词：piecewise linear map noise periodic orbit 
Robust H_∞ control of piecewise-linear chaotic systems with random data loss
《Chinese Physics B》2010年第8期191-199,共9页张洪斌 于永斌 张健 
Project partially supported by the Young Scientists Fund of the National Natural Science Foundation of China(Grant No.60904004);the Key Youth Science and Technology Foundation of University of Electronic Science and Technology of China (Grant No.L08010201JX0720)
This paper studies the problem of robust H∞ control of piecewise-linear chaotic systems with random data loss. The communication links between the plant and the controller are assumed to be imperfect （that is, data ...
关键词：CHAOS H∞ control piecewise-linear systems piecewise-quadratic Lyapunov functions random data loss 
Synchronising chaotic Chua's circuit using switching feedback control based on piecewise quadratic Lyapunov functions
《Chinese Physics B》2010年第3期122-129,共8页张洪斌 夏建伟 于永斌 党创寅 
Project partially supported by the grant from the Research Grants Council of the Hong Kong Special Administrative Region,China (Grant No. 101005);the National Natural Science Foundation of China (Grant No. 60904004);the Key Youth Science and Technology Foundation of University of Electronic Science and Technology of China (Grant No. L08010201JX0720)
This paper investigates the chaos synchronisation between two coupled chaotic Chua＇s circuits. The sufficient condition presented by linear matrix inequalities （LMIs） of global asymptotic synchronisation is attaine...
关键词：CHAOS Chua＇s circuit piecewise quadratic Lyapunov functions synchronisation 
Discontinuous bifurcation and coexistence of attractors in a piecewise linear map with a gap被引量：5
《Chinese Physics B》2008年第12期4418-4423,共6页屈世显 卢永智 张林 何大韧 
Project supported by the National Natural Science Foundation of China (Grant No 10275053)
Coexistence of attractors with striking characteristics is observed in this work, where a stable period-5 attractor coexists successively with chaotic band-ll, period-6, chaotic band-12 and band-6 attractors. They are...
关键词：coexistence of attractors piecewise linear map mapping hole discontinuous bifurcation 
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