and SO groups, KR of both the TMT and ITs was
provided in ms after each of the physically
performed (PP group) or observed (EGO, ESO, and
SO groups) trials. The participants in the control
group did not take part in the observation or physical
practice protocol but rather read a provided
magazine for the same duration as the observation
phase for the other groups. All of the participants
completed the third and fourth experimental phases:
10-min and 24-hour retention phases that were
similar in all points to the pre-test. The retention
tests were performed on day 2 and day 3.
For each trial, we computed a root mean square
error (RMSE) of relative timing, which indicates in a
single score how much each participant deviated
from the prescribed relative timing pattern. For each
trial,
RMSE =
∑
Segment 4
Segment1
ITi-target
²
4
(1)
where ITi represents the intermediate time for
segment “i”, and the target represents the goal
movement time for each segment of the task (i.e.,
300 ms).
A preliminary analysis of the individual data
revealed two patterns of results depending on the
initial level of performance of the participants in the
pre-test. To better understand how the initial level of
performance influenced the learning of the new
relative timing pattern, we rank ordered the
participants as a function of their initial performance
and made two subgroups that included the 40
participants that had a “better” initial performance
and the 40 participants that had a “poorer” initial
performance. The data of each subgroup were
individually subjected to an ANOVA comparing
five groups (PP, EGO, ESO, SO and C) × three
phases (pretest, 10-min retention, and 24-hour
retention) × four blocks of trials (1-5, 6-10, 11-15,
and 16-20), with repeated measures for the last two
factors.
3 RESULTS
For the participants who had a “better” initial
performance, (Figure 1, top panel) the ANOVA
revealed a significant group × phase interaction (F
[8, 70] = 4.06, p = 0.001). The breakdown of this
interaction did not reveal any difference in RMSE
proceeding from the pre-test to both the 10-min and
the 24-hour retention tests for the C, EGO, and ESO
groups (F [2, 34] = 0.38, 1.20, and 1.10, p > 0.25,
respectively). However, although we noted a
significant decrease in RMSE for the PP group
proceeding from the pre-test to either retention tests
(F [2, 34] = 5.27, p = 0.01), we noted a significant
increase in RMSE for the SO group (F [2, 34] =
6.12, p = 0.005). For the participants who had a
“poorer” initial performance (Figure 1, bottom
panel), the ANOVA revealed a significant group ×
phase interaction (F [8, 70] = 4.67, p < 0.001). The
breakdown of this interaction did not reveal any
difference in RMSE proceeding from the pre-test to
both the 10-min and the 24-hour retention tests for
the C group (F [2, 34] < 1). However, for the EGO,
ESO, SO and PP groups, there was a significant
decrease in RMSE proceeding from the pre-test to
either retention tests (F [2, 34] = 8.71, 4.67, 24.16,
and 3.62, p < 0.05, respectively).
4 DISCUSSION
The live or video observation (Rohbanfard and
Proteau, 2012) of a model practicing a motor skill
favors the learning of that skill by the observers.
One goal of our laboratory is to determine the
conditions of observation that would optimize
learning.
The results of the present study confirm previous
findings indicating that one can learn a new relative
timing pattern through observation (Andrieux and
Proteau, 2013; Rohbanfard and Proteau, 2011).
However, although physical practice resulted in a
significant reduction in the RMSE of relative timing
regardless of the initial level of performance, this
was not the case for the observation groups. In this
regard, our results indicate that if physical practice is
not possible (e.g., because of lack of material or
injury) or not advisable (e.g., when there is an
element of danger), observation is a powerful
learning tool with novices whose performance
largely departs from the desired relative timing
pattern. Our results also suggest that mixed
observation of either oneself or a generic novice
model combined with that of an expert model
provides better learning than self-observation. We
suggest that the comparison of expert and novice
performance in a mixed observation protocol helps
the observer to both detect his or her errors and to
develop a good representation of what to do.