Hebbian Learning in Networks of Spiking Neurons Using Temporal Coding
Computational tasks in biological systems that require short response times
can be implemented in a straightforward way by networks of spiking neurons
that encode analogue values in temporal coding. We investigate the question
how spiking neurons can learn on the basis of differences between firing
times. In particular, we provide learning rules of the Hebbian type in
terms of single spiking events of the pre- and postsynaptic neuron and
show that the weights approach some value given by the difference between
pre- and postsynaptic firing times with arbitrary high precision. Our learning
rules give rise to a straightforward possibility for realizing very fast
pattern analysis tasks with spiking neurons.