A computational theory of the targeting problem in reaching movements is presented, which is based on interacting force fields, in the proximal and distance spaces, respectively. A distributed implementation of the theory is then analyzed, which uses a pair of interacting topology-representing networks. In particular, the intra and inter-connections of the two networks support a relaxation process, with terminal attractor dynamics, which implements the flow-line tracking in the force fields.
A computational theory of targeting based on force fields and topology representing networks
MORASSO, PIETRO GIOVANNI;SANGUINETI, VITTORIO;
1997-01-01
Abstract
A computational theory of the targeting problem in reaching movements is presented, which is based on interacting force fields, in the proximal and distance spaces, respectively. A distributed implementation of the theory is then analyzed, which uses a pair of interacting topology-representing networks. In particular, the intra and inter-connections of the two networks support a relaxation process, with terminal attractor dynamics, which implements the flow-line tracking in the force fields.
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