“FORCE” learning in recurrent neural networks as data assimilation
Gregory S. Duane · Chaos An Interdisciplinary Journal of Nonlinear Science · 2017
It is shown that the "FORCE" algorithm for learning in arbitrarily connected networks of simple neuronal units can be cast as a Kalman Filter, with a particular state-dependent form for the background error covariances. The resulting interpretation has implications for initialization of the learning algorithm, leads to an extension to include interactions between the weight updates for different neurons, and can represent relationships within groups of multiple target output signals.