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- W4281635105 abstract "Electromagnetic induction in the nervous system can be emulated by memristive autapses, which plays a critical role in regulating physiological functions. A discontinuous control strategy has been proposed by taking membrane potential as the threshold. Accordingly, a four-dimensional Filippov Hindmash-Rose (HR) neuron model is established by improving the memristive autapse with the threshold control strategy. The existence, stability, and bifurcation conditions of the two subsystems are discussed, and the bistable regions and their internal mechanism are further revealed with the help of two-parameter bifurcation analysis and global basins of attraction. Subsequently, the complex sliding mode dynamics of the model including sliding segments, various equilibrium points, and sliding bifurcations are analyzed via differential inclusions theory. Then, extensive numerical results exhibit that the proposed threshold strategy leads to the occurrence of sliding bursting, sliding limit cycle and coexisting attractors, and so on. Moreover, the mechanism of sliding electric activities, mode transition, and multistability under the threshold strategy feedback is revealed based on the fast-slow variable dissection method. Finally, the internal mechanism of multistable evolutionary patterns and stochastic bifurcations induced by Gaussian white noise is confirmed. The obtained results will contribute to the further design of functional neural networks and provide potential guidance for the treatment of patients with intellectual disabilities." @default.
- W4281635105 created "2022-06-13" @default.
- W4281635105 creator A5035525276 @default.
- W4281635105 creator A5075508706 @default.
- W4281635105 creator A5087631610 @default.
- W4281635105 date "2022-07-01" @default.
- W4281635105 modified "2023-10-06" @default.
- W4281635105 title "Global multistability and mechanisms of a memristive autapse-based Filippov Hindmash-Rose neuron model" @default.
- W4281635105 cites W1590781981 @default.
- W4281635105 cites W173860893 @default.
- W4281635105 cites W1975885327 @default.
- W4281635105 cites W1983357673 @default.
- W4281635105 cites W2009624685 @default.
- W4281635105 cites W2072920060 @default.
- W4281635105 cites W2081696580 @default.
- W4281635105 cites W2119443761 @default.
- W4281635105 cites W2139064456 @default.
- W4281635105 cites W2152254020 @default.
- W4281635105 cites W2199804412 @default.
- W4281635105 cites W2203810661 @default.
- W4281635105 cites W2236588046 @default.
- W4281635105 cites W2288712670 @default.
- W4281635105 cites W2316917456 @default.
- W4281635105 cites W2321995541 @default.
- W4281635105 cites W2339554881 @default.
- W4281635105 cites W2385633827 @default.
- W4281635105 cites W2412953627 @default.
- W4281635105 cites W2555532477 @default.
- W4281635105 cites W2588916885 @default.
- W4281635105 cites W2590290879 @default.
- W4281635105 cites W2597443402 @default.
- W4281635105 cites W2614541020 @default.
- W4281635105 cites W2758722187 @default.
- W4281635105 cites W2772016552 @default.
- W4281635105 cites W2805591442 @default.
- W4281635105 cites W2890760471 @default.
- W4281635105 cites W2900005990 @default.
- W4281635105 cites W2911054127 @default.
- W4281635105 cites W2912457442 @default.
- W4281635105 cites W2921332374 @default.
- W4281635105 cites W2925213582 @default.
- W4281635105 cites W2956011868 @default.
- W4281635105 cites W2964233410 @default.
- W4281635105 cites W2972336707 @default.
- W4281635105 cites W2972952147 @default.
- W4281635105 cites W2988453533 @default.
- W4281635105 cites W2992028249 @default.
- W4281635105 cites W2997983780 @default.
- W4281635105 cites W3002437158 @default.
- W4281635105 cites W3006821797 @default.
- W4281635105 cites W3008677805 @default.
- W4281635105 cites W3014798532 @default.
- W4281635105 cites W3017178236 @default.
- W4281635105 cites W3017729931 @default.
- W4281635105 cites W3020952717 @default.
- W4281635105 cites W3021410033 @default.
- W4281635105 cites W3024521480 @default.
- W4281635105 cites W3027469258 @default.
- W4281635105 cites W3029316685 @default.
- W4281635105 cites W3033597550 @default.
- W4281635105 cites W3034108623 @default.
- W4281635105 cites W3036397855 @default.
- W4281635105 cites W3038236109 @default.
- W4281635105 cites W3044594712 @default.
- W4281635105 cites W3091921692 @default.
- W4281635105 cites W3093146195 @default.
- W4281635105 cites W3095817112 @default.
- W4281635105 cites W3100042409 @default.
- W4281635105 cites W3100235220 @default.
- W4281635105 cites W3102008909 @default.
- W4281635105 cites W3102601480 @default.
- W4281635105 cites W3104140344 @default.
- W4281635105 cites W3104803627 @default.
- W4281635105 cites W3107349302 @default.
- W4281635105 cites W3113563233 @default.
- W4281635105 cites W3114337557 @default.
- W4281635105 cites W3126542395 @default.
- W4281635105 cites W3150228123 @default.
- W4281635105 cites W3152221430 @default.
- W4281635105 cites W3159616062 @default.
- W4281635105 cites W3159712640 @default.
- W4281635105 cites W3172031235 @default.
- W4281635105 cites W3191843690 @default.
- W4281635105 cites W3198875014 @default.
- W4281635105 cites W4205445416 @default.
- W4281635105 cites W4224306725 @default.
- W4281635105 cites W4224439042 @default.
- W4281635105 cites W4225115516 @default.
- W4281635105 cites W4235314942 @default.
- W4281635105 cites W4244466183 @default.
- W4281635105 doi "https://doi.org/10.1016/j.chaos.2022.112281" @default.
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