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Bursting and spiking due to additional direct and stochastic currents in neuron models 被引量:1
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作者 杨卓琴 陆启韶 《Chinese Physics B》 SCIE EI CAS CSCD 2006年第3期518-525,共8页
Neurons at rest can exhibit diverse firing activities patterns in response to various external deterministic and random stimuli, especially additional currents. In this paper, neuronal firing patterns from bursting to... Neurons at rest can exhibit diverse firing activities patterns in response to various external deterministic and random stimuli, especially additional currents. In this paper, neuronal firing patterns from bursting to spiking, induced by additional direct and stochastic currents, are explored in rest states corresponding to two values of the parameter VK in the Chay neuron system. Three cases are considered by numerical simulation and fast/slow dynamic analysis, in which only the direct current or the stochastic current exists, or the direct and stochastic currents coexist. Meanwhile, several important bursting patterns in neuronal experiments, such as the period-1 "circle/homoclinic" bursting and the integer multiple "fold/homoclinic" bursting with onc spike per burst, as well as the transition from integer multiple bursting to period-1 "circle/homoclinic" bursting and that from stochastic "Hopf/homoclinic" bursting to "Hopf/homoclinic" bursting, are investigated in detail. 展开更多
关键词 direct current stochastic current bursting and spiking fast/slow dynamic analysis
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Brownian Stochastic Current: White Noise Approach
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作者 Jingjun GUO Jing TIAN 《Journal of Mathematical Research with Applications》 CSCD 2013年第5期625-630,共6页
In this paper, we present a new idea to study the stochastic current within the canonical framework of white noise analysis. We define Wick-type stochastic current by using Wick integral with respect to Brownian motio... In this paper, we present a new idea to study the stochastic current within the canonical framework of white noise analysis. We define Wick-type stochastic current by using Wick integral with respect to Brownian motion, firstly. Moreover, we prove that the Brownian stochastic current is considered as a Hida distribution in terms of white noise approach and S-transform. 展开更多
关键词 Brownian motion stochastic current Hida distribution white noise approach.
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