Journal Publications
- [21]Dong Peng, Chen Chen, Wei Ai, Kehui Sun, Abdulaziz O. A. Alamod.Design new chaotic maps based on dimension expansion[J].Chinese Physics B, 2019, 28 (2) : 020503.
- [22]Dong Peng, Shaobo He, Kehui Sun, Yuexi Peng.Parameter Identification of Fractional-Order Discrete Chaotic Systems[J].Entropy, 2019, 21 (27)
- [23]Abdulaziz. O. A. Alamodi, ShaoBo He, Kehui Sun, Dong Peng.What is the lowest order of the fractional-order chaotic systems to behave chaotically?[J].Chaos, Solitons & Fractals, 2019, 119: 163-170.
- [24]Abdulaziz O.A. Alamodi, Yuexi Peng, Kehui Suna, Chen Chen.A novel control method to counteract the dynamical degradation of a digital chaotic sequence[J].The European Physical Journal Plus, 2019, 134 (31)
- [25]Yuanli Fu, Kehui Sun, Wei Ai.Design of multiwing-multiscroll grid compound chaotic system and its circuit implementation[J].International Journal of Modern Physics C, 2018, 2018, 29 (6) : 1850049.
- [26]Shaobo He, Kehui Sun, Yinghuang Yin.Multiscale permutation Rényi entropy and its application for EEG signals[J].PLoS ONE, 2018, 13 (9) : e0202558.
- [27]Xi Yang, Shaobo He, Kehui Sun, Yuexi Peng.Parameter estimation of complex chaotic system with unknown initial values[J].The European Physical Journal Plus, 2018, 2018, 133: (305)
- [28]Wenhao Liu, Kehui Sun, Chun Cao.A novel bit-level image encryption algorithm based on 2D-LICM hyperchaotic map[J].Signal Processing, 2018, 143 (2) : 122-133.
- [29]Shaobo He, Wenhao Liu, Kehui Sun, Mengyao Yu.A hyperchaotic map with grid sinusoidal cavity[J].Chaos, Solitons & Fractals, 2018, 106 (1) : 107-117.
- [30]Limin Zhang, Shaobo He, Jun Mou, Kehui Sun, Jingya Ruan.Fractional-order Simplest Memristor-based Chaotic Circuit with New Derivative[J].The European Physical Journal Plus, 2018, 2018, 133: (3)
- [31]Shaobo He, Wenhao Liu, Kehui Sun, Limin Zhang.A novel color image encryption scheme using fractional-order hyperchaotic system and DNA sequence operations[J].Chinese Physics B, 2017, 26 (10) : 100504.
- [32]Shaobo He, Kehui Sun, Wenhao Liu.SF-SIMM high-dimensional hyperchaotic map and its performance analysis[J].Nonlinear Dynamics, 2017, 89 (4) : 2521-2532.
- [33]Yixin Xu, Huihai Wang, Shaobo He, Kehui Sun, Limin Zhang.Solution and dynamics of fractional-order 5-D hyperchaotic system with four wings[J].The European Physical Journal Plus, 2017, 132 (31) : 31.
- [34]Mou Jun, Sun Kehui*, Ruan Jingya.Memristor-based Lorenz hyper-chaotic system and its circuit implementation[J].Acta Physica Sinica, 2016, 65 (19) : 190502.
- [35]Shaobo He, Jingya Ruan, Kehui Sun*, Jun Mou.A nonlinear circuit with two memcpacitors[J].Nonlinear Dynamics, 2016, 86 (3) : 1735–1744.
- [36]Santo Banerjee, Kehui Sun*, Shaobo He.Dynamical properties and complexity in the fractional-order diffusionless Lorenz system[J].The European Physical Journal – Plus, 2016, 131 (8) : 1-12.
- [37]Wang Huihai, Sun Kehui*, He Shaobo.Multivariate permutation entropy and its application for complexity analysis of chaotic systems[J].Physica A, 2016, 461: 812-823.
- [38]Zhang Limin, He Shaobo, Sun Kehui*, Xu Yixin.Dynamics of fractional-order simplified unified system based on Adomian decomposition method[J].The European Physical Journal-Plus, 2016, 131 (6) : 1-12.
- [39]Ai Xingxing, Wang Huihai, Sun Kehui*, He Shaobo.Design of n-dimensional multi-scroll Jerk chaotic system and its performances[J].Journal of Applied Analysis & Computation, 2016, 6 (4) : 1180-1194.
- [40]Wang Huihai, Sun Kehui*, He Shaobo.Solution and dynamics analysis of a fractional-order hyperchaotic system[J].Mathematical Methods in the Applied Sciences, 2016, 39 (11) : 2965-2973.
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Kehui Sun
Email:18858897eda81a0e0f679f60af9d4283e2e63609de37f3dcd40d43cdc0fe1966a94b54c7b3d11f5194dc8b949b62e3934c0b624fc2aa605680f445a1c0a6cd56a42ce3a76f4ecba28882d0a1e6ca1694bd2d40a27ddc54e1401d875fff598f487ba33c2fee4247872dd0c5724c25094b58bfc4ceb1fcdfda1b9750f012b420d8
Zip Code:c576f0c85848a14d10428d1b79269fc7d68bde9ba6ecb95648b168a03671c3821c778c2bedf0cae5d03c95a065c3a5efa4243241acb9eb6089885db6f9f3fa7f5b7491eb5af48e7ab43d253e29e0fa6991b0af260ac98903cc7fbca150cb2fc86cb6bd41d95f78a263ba3d6f6aa504ee56cdd8693f2e6f13b576940cee3633de
Office Phone:45f3f0fa9b9c197eab858d709f37de007b73888133dcc8a1a33784ad2f897abb8a73b87b35cbc5db9f30cc812071442c0b7e883a24c441c809687b9ed860b68dcdbd4aab8bfb151442291f315b8a327f2a85de83ff8954325f79d3e273b34fe82a4cc0a7b8c816802c0fc87db773cc264489af52435a26450c7ccc3c38157dff
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