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Stochastic gradient ascent learning with spike timing dependent plasticity
BMC Neuroscience volume 12, Article number: P250 (2011)
Stochastic gradient ascent learning exploits correlations of parameter variations with overall success of a system. This algorithmic idea has been related to neuronal network learning by postulating eligibility traces at synapses, which make them selectable for synaptic changes depending on later reward signals ( and ). Formalizations of the synaptic and neuronal dynamics supporting gradient ascent learning in terms of differential equations exhibit strong similarities with a recent formulation of spike timing dependent plasticity (STDP)  when it is combined with a reward signal. Here we present conditions under which reward modulated STDP is in fact guaranteed to maximize expected reward. We present numerical simulations underlining the relevance of realistic STDP models for reward dependent learning. In particular, we find that the nonlinear adaptation to pre- and post-synaptic activities of STDP  contributes to stable learning.
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Vieira, J., Arévalo, O. & Pawelzik, K. Stochastic gradient ascent learning with spike timing dependent plasticity. BMC Neurosci 12 (Suppl 1), P250 (2011). https://doi.org/10.1186/1471-2202-12-S1-P250
- Differential Equation
- Animal Model
- Algorithmic Idea
- Parameter Variation
- Neuronal Network