Stochastic neuronal models with restricted hyperpolarization due to the existence of inhibitory reversal potential are presented. The study focuses on models of diffusion type far which the mathematical theory is the most developed one. The introduction of the inhibitory reversal potential into the models causes that the infinitesimal variance is no more constant. The role of parameters in the models is considered
Gauss-Markov processes restricted from below by special reflecting boundaries are considered and the...
A mathematical characterization of the membrane potential as an instantaneous return process in the ...
Gauss-Markov processes, restricted from below by a reflecting boundary, are here used to construct i...
Stochastic neuronal models with restricted hyperpolarization due to the existence of inhibitory reve...
Stochastic diffusion models of neuronal membrane potential are considered as a proper description of...
A stochastic model for single neuron's activity is constructed as the continuous limit of a birth-an...
A stochastic model for single neuron's activity is constructed as the continuous limit of a birth-an...
A number of diffusion processes have been proposed as a continuous analog of Stein's model for ...
With reference to some of the researches jointly carried out by R.M. Capocelli and the author, a bir...
A generalization of an earlier paper (Capocelli and Ricciardi, 1971), dealing with a diffusion appro...
Gauss-Markov processes restricted from below by special reflecting boundaries are considered and the...
A mathematical characterization of the membrane potential as an instantaneous return process in the ...
Gauss-Markov processes, restricted from below by a reflecting boundary, are here used to construct i...
Stochastic neuronal models with restricted hyperpolarization due to the existence of inhibitory reve...
Stochastic diffusion models of neuronal membrane potential are considered as a proper description of...
A stochastic model for single neuron's activity is constructed as the continuous limit of a birth-an...
A stochastic model for single neuron's activity is constructed as the continuous limit of a birth-an...
A number of diffusion processes have been proposed as a continuous analog of Stein's model for ...
With reference to some of the researches jointly carried out by R.M. Capocelli and the author, a bir...
A generalization of an earlier paper (Capocelli and Ricciardi, 1971), dealing with a diffusion appro...
Gauss-Markov processes restricted from below by special reflecting boundaries are considered and the...
A mathematical characterization of the membrane potential as an instantaneous return process in the ...
Gauss-Markov processes, restricted from below by a reflecting boundary, are here used to construct i...