The following pages link to Modeling neurons by simple maps (Q2924971):
Displaying 17 items.
- A realistic, minimal ``middle layer'' for neural networks (Q1262776) (← links)
- A simple chaotic neuron (Q1356013) (← links)
- A simple computer model of excitable synaptically connected neurons (Q1365779) (← links)
- Phase diagrams of the Harper map and the Golden Staircase (Q1596690) (← links)
- Neutral networks of sequence to shape maps (Q1788477) (← links)
- Noise-induced complex dynamics and synchronization in the map-based Chialvo neuron model (Q2094472) (← links)
- Stability and synchronization of coupled Rulkov map-based neurons with chemical synapses (Q2199618) (← links)
- Analysis of noise effects in a map-based neuron model with Canard-type quasiperiodic oscillations (Q2207947) (← links)
- Spike generating interval maps as neural units (Q2769748) (← links)
- Map-based neuron networks (Q2804085) (← links)
- MAP BASED MODELS IN NEURODYNAMICS (Q3586871) (← links)
- Chaotic oscillations in a map-based model of neural activity (Q3636673) (← links)
- COMPLEXITY MAPS REVEAL CLUSTERS IN NEURONAL ARBORIZATIONS (Q3841480) (← links)
- DYNAMICS OF A SINGLE MODEL NEURON (Q4343165) (← links)
- Stochastic Spiking-Bursting Excitability and Transition to Chaos in a Discrete-Time Neuron Model (Q5120511) (← links)
- Neurons with graded response have collective computational properties like those of two-state neurons. (Q5363834) (← links)
- CLASSIFICATION OF BURSTING MAPPINGS (Q5474139) (← links)