A Low-Dimensional Nonlinear Dynamic Governing Interlimb Rhythmic Coordination
作者： M.T. Turvey , R.C. Schmidt
DOI: 10.1016/B978-0-12-679270-6.50019-X
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摘要: Publisher Summary This chapter discusses a low-dimensional nonlinear dynamic governing interlimb rhythmic coordination. The standard circle map studied originally by Arnold has been used to provide general theory of phase locking in two-oscillator systems via coupling, and its potential application coordination patterns biological movement duly recognized. particular mode 1:1 frequency coordination—in-phase versus anti-phase—depends on the sign coupling coefficient K. research program initiated von Hoist suggests three major requirements for an experimental method directed at dynamics inter-appendage coordinations. A implication Hoist's perspective is that pattern-selection process. Competition cooperation among different attractors, both within level between levels, select order parameter system.
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