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Discovering the constraints of state change in a bimanual coordination
task
Prof.
Tin Cheung Chan
Ph.D., University
of Connecticut
Department of Psychology,
The Chinese University of Hong Kong
| Date |
5 Oct 2004 (Tue) |
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| Time |
11:00
am |
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| Venue |
Room
619, Sino Building, Chung Chi College, CUHK |
Abstract
Movement
is intrinsically related to cognition, intelligence and pathology. In
fact, most of the cortex is attributed to perception and action.
Kelso (1981), in the effort of studying state change in walking, used
finger movement for simulation. He showed a state change in finger movement
as in walking. Participants swung their index fingers simultaneously
from side to side (anti-phase motion) from slow to fast speed. If the
frequency was increased beyond a critical value, such swing will collapse
into swinging from both sides to the midline and vice versa (in-phase
motion). This shift (called critical phase shift) can be described mathematically
and can be measured in EEG. Yet, what is the psychological explanation
for such a state change? Cohen (1973) explained the shift as the taking
over of the more controllable homologous muscles from the non-homologous
muscles. However, Mechsner, Kerzel, Knoblich, and Prinz? (2001), showed
that with the right hand in pronation (palm face downwards) and the
left supination (palm face upwards), anti-phase motion with non-homologous
muscles actually was easier to operate. Similarly, with both hands in
pronation, participants performed synchronous taping with the middle
and index fingers of the left hand and with the ring and middle fingers
of the right hand. It was easier to tap the middle finger of the left
hand synchronously with the ring finger of the right hand than otherwise.
This shows that spatial symmetry is a better explanation. Yet spatial
symmetry is a description rather than an explanation. Our muscle movement
must have certain intrinsic constraints to produce such bias to spatial
symmetry. My talk will show you the story of the discovery of such constraints.
The discovery of a better explanation is the excitement for a scientist.
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