Naguma type conditions for second order differential equations with deviating arguments
The authors generalize the Nagumo type conditions in order to obtain the existence of solutions to second-order differential equations with deviating arguments. Applications of the obtained results are given. In particular, a priori bounds for the derivative of solutions to second-order boundary value problems with deviating arguments is derived.
Ntouyas, S. K., Tsamatos, P. Ch.
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From data chaos to physically interpretable deterministic mapping. [PDF]
Jia D +5 more
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Multiscale Electrophysiological Remodeling in Ischemic Heart Failure: Simulation Analysis of Ventricular Ectopic Activation. [PDF]
Guo S, Tian K, Zheng S.
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Biton Y +4 more
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Generalized FitzHugh-Nagumo equations with Caputo gH-differentiability: A novel fuzzy fractional approach to digital memristor networks. [PDF]
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Nagumo Y, Inoue H.
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Electronic model of FitzHugh-Nagumo neuron
For investigation into neurodynamical systems FitzHugh-Nagumo model is often suggested. One neuron can be easily modeled using numerical methods, but numerical modeling of the entire network of FitzHugh-Nagumo neurons requires a lot of calculation ...
Lisauskas, Saulius +2 more
core
Learning missing physics from legacy simulators with alternating neural integrators. [PDF]
Wang H, Wang Q, Yuan C, Wu K.
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Sano K +17 more
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Deterministic, stochastic, and mean-field PDE models in neuroscience. [PDF]
Çetin C +5 more
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