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9篇 您的检索式:作者名="Qian Minping"
    题名 作者 年代 出处 被引量
1Population dynamics of cancer cells with cell state conversions显示文摘Da Zhou Dingming Wu Zhe Li Minping Qian Michael Q. Zhang 2013Frontiers of Electrical and Electronic Engineering in China2013,8,3:6
2Modeling stochastic phenotype switching and bet-hedging in bacteria: stochastic nonlinear dynam=cs and critical state identification显示文摘Chen Jia Minping Qian Yu Kang Daquan Jiang 2014Frontiers of Electrical and Electronic Engineering in China2014,9,3:2
3Circulation of markov chains with continuous time and the probability interpretation of some determinants显示文摘Qian Minping Qian Min 1984Scientia Sinica1984,27,5:1
4Circulation for recurrent markov chains显示文摘Qian Minping Qian Min 1982Z Wahr Venv Geb1982,59,:1
5Identifying transition rates of ionic channel via observation of a single state显示文摘Deng Yingchun Peng Shenglun Qian Minping 2003J Phys A:Math and Gen2003,36,:1
6Circulation for recurrent markov chains显示文摘Qian Minping Qian Min 1982Zeitschrift für Wahrscheinlichkeitstheorie und Verwandte Gebiete1982,,2:1
7Identifying transition rates of ionic channel via observation of a single state显示文摘Deng Yingchun Peng Shenglun Qian Minping 2003J Phys A:Math and Gen2003,36,:1
8Computational intelligence:From mathematical point of view显示文摘A simple but illustrative survey is given on various approaches of computational intelligence with their features, applications and the mathematical tools involved, among which the simulated annealing, neural networks, genetic and evolutionary programming, self-organizing learning and adapting algorithms, hidden Markov models are recommended intensively. The common mathematical features of various computational intelligence algorithms are exploited.Finally, two common principles of concessive strategies implicated in many computational intelligence algorithms are discussed.QIAN Minping and GONG GuangluDepartment of Probability and Statistics, Peking University, Beijing 100871, China Department of Applied Mathematics, Tsinghua University, Beijing 100084, China 1999Chinese Science Bulletin1999,44,10:1
9Rotation Number of A System of Single Oscillator in Definite and White Noise Perturbed Cases显示文摘RotationNumberofASystemofSingleOscilatorinDefiniteandWhiteNoisePerturbedCases1,2DaiWANG,ShuZHU&MinpingQIAN(SchoolofMathematic...Dai WANG, Shu ZHU & Minping QIAN (School of Mathematical Sciences, Peking University, Beijing,100871) E-mail:szhu@sxx0.math.pku.edu.cn 1997Communications in Nonlinear Science and Numerical Simulation1997,2,2:0
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