2003
DOI: 10.1016/s0303-2647(03)00117-5
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Stochastic fluctuations of the quantal EPSC amplitude in computer simulated excitatory synapses of hippocampus

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Cited by 27 publications
(28 citation statements)
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“…For our diffusion process, we use Langevin equations, and, for numerical simulation, we discretize the time with a very small time step [40×10 −15 s (40 femtoseconds)], but not the space. This method, in addition to the fine geometrical representation of the synaptic space, permits a very fine description of the 3D molecular motion [3,4,[10][11][12][13]17,19,24,31,35]. In their standard form, Langevin equations are expressed as…”
Section: Diffusion Model Of Glutamatementioning
confidence: 99%
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“…For our diffusion process, we use Langevin equations, and, for numerical simulation, we discretize the time with a very small time step [40×10 −15 s (40 femtoseconds)], but not the space. This method, in addition to the fine geometrical representation of the synaptic space, permits a very fine description of the 3D molecular motion [3,4,[10][11][12][13]17,19,24,31,35]. In their standard form, Langevin equations are expressed as…”
Section: Diffusion Model Of Glutamatementioning
confidence: 99%
“…Considering that, vesicle concentration ranges from 60 to 210 mM [14], the size of the vesicle determines the number of glutamate molecules released during the single synaptic event [10,11,14,31,35,36,58] and, consequently, the glutamate concentration time-course in the synaptic cleft [14,31,35].…”
Section: Pre-synaptic Factorsmentioning
confidence: 99%
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“…The extent of the occupancy depends on the properties of the AMPARs and the glutamate signal. Numerous models have been proposed to account for the activation of AMPA receptors (Raman and Trussell, 1992;Hausser and Roth, 1997;Rosenmund et al, 1998;Benke et al, 2001;Robert and Howe, 2003;Ventriglia and Di Maio, 2003). Studies of AMPARs from Purkinje cells have given rise to a model that provides a good description of the properties of AMPARs at PF synapses (Hausser and Roth, 1997), and we therefore used this for EPSC 1 in DGG, and [61.9, 3.7, 2.6] for EPSC 2 in DGG.…”
Section: Simulating the Effects Of Mvr And Ampar Saturationmentioning
confidence: 99%
“…The number N m of neurotransmitter molecules contained in each vesicle was computed by using concentration and volume data, by the Avogadro argument. This number was in the range 318-771 Di Maio 2000a,b, 2002;Ventriglia and Di Maio 2003b). We assumed that the molecules, being in thermal equilibrium with the water filling the vesicle, were distributed in the vesicle space uniformly and according to a Maxwell distribution in velocity.…”
Section: The Modelmentioning
confidence: 99%