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Inducing Plasticity of Astrocytic Receptors by Manipulation of Neuronal Firing Rates
Published on: March 20, 2014
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Spiking Neural P Systems with Astrocytes Producing Calcium
Bogdan Aman1,2, Gabriel Ciobanu2
1Institute of Computer Science, Romanian Academy, Iaşi, Romania.
International Journal of Neural Systems
|November 20, 2020
Summary
This study introduces spiking neural P systems with astrocytes, enhancing neuron communication via calcium ions. These novel systems are proven to be Turing universal for computation.
Area of Science:
- Computational Biology
- Neuroscience
- Theoretical Computer Science
Background:
- Astrocytes play a crucial role in neuronal function by regulating calcium ions.
- The bidirectional communication between astrocytes and neurons via calcium is key to neural networks.
- Existing spiking neural P systems lack astrocyte-neuron calcium signaling dynamics.
Purpose of the Study:
- To introduce and define a new variant of spiking neural P systems incorporating astrocytes that produce calcium.
- To model the influence of astrocyte-produced calcium on neuron firing rules.
- To investigate the computational power of this new model.
Main Methods:
- Defining spiking neural P systems with astrocytes producing calcium.
- Representing the system's topological structure as a directed graph with specific synaptic connections.
- Analyzing the computational universality of the proposed systems.
Main Results:
- The firing condition in the new system depends on both neuron spikes and astrocyte-derived calcium.
- The systems are shown to be Turing universal as number generating and accepting devices.
- Normal forms are obtained by removing forgetting rules and delays without losing computational power.
Conclusions:
- Spiking neural P systems with astrocytes offer a more biologically plausible model for neural computation.
- The proposed model demonstrates significant computational power, achieving Turing universality.
- The research provides insights into formalizing astrocyte-neuron interactions in computational models.
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