Perceptual Structures and Distributed Motor Control
By Michael A. Arbib. 1981
The sections in this article are:
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
- Luiza Mici
- Giovanni Pezzulo
- German Ignacio Parisi
- Stefan Wermter
- Michael A. Arbib
- Stefan Schaal
- Myrto I. Mylopoulos
- Aaron F. Bobick
Citations in the corpus
- An Incremental Self-Organizing Architecture for Sensorimotor Learning and Prediction (2017, background): “cifically on how much overlapping the sequences to be learned are. The idea of decomposition of sequences into reusable sub-patterns, when considering body motion, relates to the motor schemata theory [39]. This theory considers a set of so-called action primitives which are learned and then combined”
- Schema design and implementation of the grasp-related mirror neuron system (2002, background): “We now present a high level view of the MNS (Mirror Neuron System) model in terms of the set of interacting schemas (functional units; Arbib 1981; Arbib et al. 1998, Chapter 3) shown in Figure 5, which define the MNS (Mirror Neuron System) model of F5 and related brain regions.”
- The Prefrontal Cortex (1997, background): “More recently, that principle and its operational aspects have been characterized as the “action–perception cycle” (Arbib, 1981; Friston, 2013) or, where the emphasis is not so much on motor behavior as on cognition, simply as the “perception cycle” 8.”
- A Biosemiotic and Ecological Approach to Music Cognition: Event Perception Between Auditory Listening and Cognitive Economy (2005, background): “…that we should consider an ‘‘interactive’’ approach to coping with the sonic world which brings together perception and action as exemplified in the cybernetic concept of circularity (Arbib 1981; Jeannerod 1994; Paillard 1994a; Annett 1996; Decety 1996; Deecke 1996; Berthoz 1997; Meystel 1998)”
- Separate visual representations in the planning and control of action (2004, background): “The delays introduced by conduction processing times at the different relays along the visuomotor stream have led some authors to postulate the existence of a “look-ahead” or Smith predictor (Hoff & Arbib 1992, Miall et al. 1993). More recently, Desmurget and Grafton (2000) have emitted the hypothes”
- Speech Production as State Feedback Control (2011, background): “…control (SFC) theory to modeling the role of the higher central nervous system (i.e., cortex, the cerebellum, thalamus, and basal ganglia – hereafter referred to as “the CNS”) in motor control (Arbib, 1981; Todorov and Jordan, 2002; Todorov, 2004; Guigon et al., 2008; Shadmehr and Krakauer, 2008).”
- Grounding Procedural and Declarative Knowledge in Sensorimotor Anticipation (2011, background): “A complete agent architecture, which is able to produce a multitude of behaviors under different contextual conditions, can be composed of several couples of inverse and forward models, which we call here schemas (Arbib, 1981) (more on this below).”
- Intentions and Motor Representations: the Interface Challenge (2017, background): “According to schema theory (Schmidt 1975, 2003; Arbib 1981, 2003; Jeannerod 1997) motor schemas are both repositories of information and control structures.”
- The mirror system, imitation, and the evolution of language (2002, background): “behavior. However, a crucial observation of Arbib (1981) is that complex behaviors may be expressed as”
- On Human Action (2011, background): “Indeed, quite early Arbib [1] proposed the idea of movement primitives, which can be viewed as sequences of actions that accomplish a complete goal-directed behavior.”
- Dynamic Movement Primitives -A Framework for Motor Control in Humans and Humanoid Robotics (2006, background): “The same line of thinking generalizes to learning policies: a complicated policy could be learned from the combination of simpler (ideally globally valid) policies, i.e., policy primitives or movement primitives, as for instance: u = π x, α ,t ( ) = π k x, α k ,t ( ) k=1 K ∑ (3) Indeed, related idea”