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Topic: backpropagating action potentials

ePoster
2 ePosters

In Computational Neuroscience and Mathematical Modeling

ePoster · Computational Neuroscience

Learning accurate path integration in ring attractor models of the head direction system

Pantelis Vafidis,David Owald,Tiziano D'Albis,Richard Kempter · COSYNE 2022

Sat, Mar 19, 2022

Head direction (HD) cells track an animal’s head direction in darkness by integrating angular velocity signals, a phenomenon called path integration (PI). Ring attractor models for angular PI have received strong experimental support. To function as integrators, HD circuits require precisely tuned connectivity, which is costly to pass down genetically. This suggests that synaptic plasticity is crucial in setting up these circuits. We propose a network model in which a local, biologically plausible learning rule adjusts synaptic efficacies during development, guided by supervisory allothetic c

ePoster · Computational Neuroscience

Dendritic computation: A comprehensive review of current biological and computational developments

Tim Bax, Pascal Nieters · Bernstein Conference 2024

Most models of neural computation used in artificial intelligence and neuroscience use point neurons, attributing computational complexity to the network level. This approach overlooks the computational complexity of single biological neurons. Neural dendrites exhibit many different nonlinear dynamics, temporal-spatial filtering, and internal feedback and amplification mechanisms (London & Häusser 2005). Abstracting the entire dendritic arbor into a single compartment thus omits useful computational properties (Poirazi et al. 2003). Three main factors contribute to the integration process: (1)