A model for sensorimotor control and learning
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Abstract
A model for motor learning, generalization, and adaptation is presented. It is shown that the equations of motion of a limb can be expressed in a parametric form that facilitates transformation of desired trajectories into plans. These parametric equations are used in conjunction with a quantized multidimensional memory organized by state variables. The memory is supplied with data derived from the analysis of practice movements. A small computer and mechanical arm are used to implement the model and study its properties. Results verify the ability to acquire new movements, adapt to mechanical loads, and generalize between similar movements.
Keywords
Mechanical Load Motor Learning Parametric Form Parametric Equation Small Computer
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References
- Albert,A.: Regression and the Moore-Penrose pseudoinverse. New York: Academic Press 1972Google Scholar
- Bryson,A.E., Ho,Y.C.: Applied optimal control. Waltham: Ginn 1969Google Scholar
- Eden,M.: Handwriting and pattern recognition. IRE trans. Inf. Theory, IT-8, 160–166 (1962)Google Scholar
- Evarts,E.V., Bizzi,E., Burke,R.E., Delong,M., Thach,W.T.,Jr.: Central control of movement. Neurosc. Res. Prog. Bull. 9 (1970)Google Scholar
- Fu,K.S.: Learning control systems and intelligent control systems: an intersection of artificial intelligence and automatic control. IEEE trans. Auto. Contr., 70–72 (1971)Google Scholar
- Gonshor,A., Melvill Jones,G.: Extreme vestibulo-ocular adaptation induced by prolonged optical reversal of vision. J. Physiol. 256, 361–379 (1976)Google Scholar
- Hammond,P.H.: The influence of prior instruction to the subject on an apparently involuntary neuro-muscular response. J. Physiol. 127, 17–18 (1956)Google Scholar
- Hein,A., Held,R.: A neural model for labile sesorimotor coordination. In: Biological prototypes and synthetic systems, Vol. 1, pp. 71–74. Bernard,E., Kare,M., eds. New York: Plenum Press 1962Google Scholar
- Held,R.: Exposure-history as a factor in maintaining stability of perception and coordination. J. Nerv. Ment. Dis. 132, 26–32 (1961)Google Scholar
- Held,R., Hein,A.: Movement-produced stimulation in the development of visually guided behavior. J. Comp. Physiol. Psych. 56, 872–876 (1963)Google Scholar
- Helmholtz,H.V.: Handbook of physiological optics, Vol. 3. Leipzig: Voss 1867Google Scholar
- Holst,E.V.: Relations between the central nervous system and the peripheral organs. Brit. J. Anim. Behav. 2, 89–94 (1954)Google Scholar
- Horn,B.K.P., Inoue,H.: Kinematics of the MIT-AI-Vicarm manipulator. MIT Working Paper 69, May 1974Google Scholar
- Kahn,M.E.: The near-minimum time control of open-loop articulated kinematic chains. Stanford Artificial Intelligence Memo No. 106, December, 1969Google Scholar
- Marr,D.: A theory of cerebellar cortex. J. Physiol. 202, 437–470 (1969)Google Scholar
- Melvill Jones,G., Watt,D.O.D.: Observations on the control of stepping and hopping movements in man. J. Physiol. 219, 709–727 (1971a)Google Scholar
- Melvill Jones,G., Watt,D.O.D.: Muscular control of landing from unexpected falls in man. J. Physiol. 219, 729–737 (1971b)Google Scholar
- Miles,F., Fuller,J.H.: Adaptive plasticity in the vestibulo-ocular responses of the rhesus monkey. Brain Res. 80, 512–516 (1974)Google Scholar
- Mittelstaedt,H.: The analysis of behavior in terms of control systems. In: Group processes, transactions of the fifth conference, pp. 45–84. Schaffner, B., ed. New Jersey: Princeton 1958Google Scholar
- Paul,R.: Modelling trajectory calculation and servoing of a computer controlled arm. Stanford Artificial Intelligence Memo No. 177, November, 1972Google Scholar
- Raibert,M.H.: A state space model for sensorimotor control and learning. MIT Artificial Intelligence Memo No. 351, January, 1976Google Scholar
- Raibert,M.H.: Control and learning by the State Space Model: experimental findings. MIT Artificial Intelligence Memo No. 412, March, 1977Google Scholar
- Raibert,M.H.: Analytical equations vs. table look-up for manipulation: a unifying concept. To be presented at IEEE Conference on Decision and Control, 1977Google Scholar
- Rust,B., Burrus,W.R., Schneeberger,C.: A simple algorithm for computing the generalized inverse of a matrix. Commun. ACM 9, 381–387 (1966)Google Scholar
- Tsypkin,Y.Z.: Adaptation and learning in automatic systems. (Translated by Nikoloic, Z.J.) New York: Academic Press 1971Google Scholar
- Waters,R.C.: A mechanical arm control system. MIT Artificial Intelligence Memo No. 301, January, 1974Google Scholar
- White,B.L.: Experience and the development of motor mechanisms in infancy. In: Mechanisms of motor skill development, pp. 95–132. Conolly, K., ed. London: Academic Press, 1970Google Scholar
- Young,L.R., Stark,L.: Biological control systems — a critical review and evaluation: developments in manual control. NASA, Cr-190, 1965Google Scholar
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