|
Children
|
|
|
|
|
Adults
|
|
6-7 years
(n = 10)
|
7-8 years
(n = 10)
|
8-9 years
(n = 10)
|
9-10 years
(n = 10)
|
10-11 years
(n = 10)
|
20-30 years
(n = 10)
|
Mean age(years) |
6.50
|
7.60
|
8.50
|
9.30
|
10.60
|
24.10
|
(months)
|
77.90
|
91.20
|
102.10
|
111.50
|
127.10
|
289.20
|
SD (months)
|
4.65
|
3.25
|
4.68
|
3.03
|
4.43
|
44.40
|
2.4.2.1. Stimulus-related changes in EEG theta power.
The instantaneous power in the 4-7 Hz frequency range was calculated
according to the formula:
,
where P(k) = averaged power estimation of bandpass filtered
data (averaged over all single sweeps), xF(i,k)
= k-th sample of the i-th sweep of the bandpass filtered
data, and N = number of the single sweeps (Kalcher and Pfurtscheller,
1995). In this way, single sweeps of each subject, stimulus type, and electrode
location were bandpass filtered in the theta range (4-7 Hz) (see Section
2.4.2.3.), the samples were squared and then averaged over trials. Event-related
synchronization (ERS) was quantified as the percentage change of the averaged
theta power P(k) at each sampling point relative to the average
theta power R in a reference interval chosen from the pre-stimulus
epoch (-900, -400 ms):
|
Fig. 1. Event-related potentials from target tones at Pz in three representative
subjects from different age groups: (a) averaged ERPs, (b) amplitude-frequency
characteristics, (c) digitally bandpass (4-7 Hz) filtered ERPs, (d) rectified
wave forms from (c), (e) event-related synchronization calculated from
the instantaneous theta power. Arrows indicate the identified maximal theta
response. Along the x-axes: (a), (c), (d), (e) time (stimulus on-set
is at 0 ms), (b) log10(frequency). Along the y-axes: (a),
(c), (d) amplitude, (b) 20log10AFC,
(e) relative theta power increase/decrease against reference power in the -900, -400 ms epoch. |
2.4.2.3. Digital filtering. Single sweeps in each
series were digitally bandpass filtered in the theta frequency range (4-7
Hz) and then averaged to reduce the non-phase locked components (Kalcher
and Pfurtscheller, 1995), as illustrated in Fig. 1c.
To provide a zero phase shift, a modified linear bandpass filter was used,
whose weights were based on binomial coefficients (Wastell, 1979). The
filter band width was chosen to be 6.5% from the total analyzed frequency
band, which was experimentally tested to minimize filtering artifacts.
To achieve this ratio, the original signals were re-sampled with a sampling
frequency of 125 Hz, which is within the Nyquist theorem limits for
the frequencies of interest. The exact half-power frequencies of the digital
filter were 3.91 and 7.32 Hz, referred to as 4 and 7 Hz in the text. The
length of the filtered single sweep epochs was 2048 ms (-1024, +1024 ms)
so that possible edge effects did not alter the analysis epoch.
2.4.2.4. Amplitude and latency of the maximal theta response.
To evaluate the phase-locked event-related theta activity, the maximal
peak-to-peak amplitude was measured in the averaged filtered ERPs of each
subject for each stimulus type and electrode. As shown in Fig.
1d, the averaged ERPs were rectified after filtering and the latency
of the maximal theta response was measured. Maximal theta response was
identified as the wavelet with the highest amplitude in the rectified curve,
and the peak amplitude value was used to measure its latency. In fact,
such an identification corresponds to the maximum of the envelope of the
oscillation.
2.4.3. Statistical analysis
Individual amplitude and latency values were subjected
to a repeated measure analysis of variance with one between-subject variable:
age (6 age groups) and two within-subjects variables: stimulus type
(passive, target, and nontarget) and lead (Fz, Cz, and Pz). Behavioural
data were also tested for the effect of age. Greenhouse-Geisser correction
procedure was applied to the analyses with repeated measures factors. The
original df and the probability values from the reduced df are reported
here. Bonferroni correction to the probability values was employed for
the post-hoc contrasts performed. Maximal theta response latency, P300
latency, and RT were subjected to correlation and multiple regression analyses.
|
Fig. 2. Grand average passive, target, and nontarget ERPs at three electrode locations of six age groups (6: 6-7 year olds, 7: 7-8 year olds, 8: 8-9 year olds, 9: 9-10 year olds, 10: 10-11 year olds, AD: adults). Each age group consists of 10 subjects. Stimulus is presented at 0 ms. |
|
Fig. 3. Group mean theta band power (4-7 Hz) of the pre-stimulus EEG activity in passive condition at Fz, Cz, and Pz. The age groups are designated as in Fig. 2. |
Although only the phase-locked theta responses in the averaged filtered ERPs were quantitatively analyzed, the presence of event-related theta activity was verified by the changes in the power of the total (phase-locked and non-phase-locked) theta EEG activity and by the peaks from the theta (4-7 Hz) range in the AFCs.
3.4.1. Event-related changes in theta response power
Figure 4 illustrates that both
children and adults manifested a prominent increase in the EEG theta power
in the first 500-600 ms after auditory stimulus presentation. In addition,
the figure shows that: (1) The power increase in adults (mean 550%)
was substantially larger than that in children (mean 125%), with no reliable
differences observed among children groups. (2) For each stimulus type
the adults manifested a pronounced power increase (synchronization) in
the first 500-600 ms after stimulation. In children, a subsequent decrease
(desynchronization) was found for the target ERPs, which was expressed
primarily at Cz and Pz. (3) The target ERPs of 6-7-year-old children differed
from both the passive and nontarget ERPs, as well as from the rest of groups
under study, because no synchronization within the 500 ms period was evident
at central and parietal locations.
|
Fig. 4. Group means of the event-related synchronization (positive values) and desynchronization (negative values) calculated from the instantaneous theta power against the reference epoch -900, -400 ms. The different age groups are designated as in Fig. 2. Along the y-axes: calibration mark is 160% for children, and 600% for adults. |
3.4.2. Amplitude-frequency characteristics
Mean group AFCs obtained by averaging individual
AFCs in the frequency domain are illustrated in Fig. 5.
As seen in the figure (shaded area), AFCs of children contained one
or more separate peaks in the theta range. Individual AFCs of adults were
characterized by a wide-band component covering theta and alpha ranges
(4-13 Hz), or by a single peak in the theta range.
|
Fig. 5. Mean group amplitude frequency characteristics. Along the y-axis 20log10AFC. The AFCs are normalized such that the amplitude at 1 Hz is equal to 0 (or 20log101 = 0). The age groups are designated as in Fig. 2. Shaded areas show the theta frequency band (4-7 Hz). |
|
Fig. 6. Grand average passive, target, and nontarget ERPs at three electrode locations bandpass filtered in the theta (4-7 Hz) range. The different age groups are designated as in Fig. 2. |
3.5. Statistical analysis
Results from the repeated measure analysis of variance
age x stimulus x lead of maximal theta response amplitude and latency are
summarized in Table 2, with the major significant
effects illustrated in Fig. 7.
3.5.1. Maximal theta response amplitude
Table 2 shows that no significant
age effect was obtained. The theta response was largest for the targets
and lowest for the nontargets (stimulus, P < 0.01), although
this difference was not significant for the groups of 6-7 and 10-11 year
old children (stimulus x age, P < 0.01). As seen in Fig.
6, theta response amplitude was maximal at the vertex site (lead, P
< 0.001), with no significant interactions obtained for the lead with
age or stimulus type factors.
Table 2. Results from repeated measures
analyses of variance on the maximal theta response.
Latency
|
Amplitude
|
|||
Source (df) |
F
|
P
|
F
|
P
|
Age (5,54) |
47.30
|
0.001
|
0.48
|
n.s.
|
Stimulus (2,108) |
2.03
|
n.s.
|
5.73
|
0.01
|
S x A (10,108) |
0.75
|
n.s.
|
2.90
|
0.01
|
Lead (2,108) |
9.26
|
0.001
|
25.08
|
0.001
|
L x A (10,108) |
4.18
|
0.001
|
1.80
|
n.s.
|
S x L (4,216) |
3.90
|
0.01
|
0.63
|
n.s.
|
S x L x A (20,216) |
2.30
|
0.001
|
0.89
|
n.s.
|
3.5.2. Maximal theta response latency
A significant main effect of the age factor was
found (P < 0.001), which occurred primarily from the marked latency
shortening with increasing age, as illustrated in Fig.
6 and Fig. 7. The longest latencies were found
for 6-7 year old children (mean 404 ms) and the shortest latencies were
found for adults (mean 204 ms). Post-hoc univariate F-contrasts revealed
significant differences between each successive pair of age groups, except
for 6-7 vs. 7-8, and 9-10 vs. 10-11 year old children (for each contrast,
F(1/54) > 23.6, P < 0.01). The age-related latency reduction
depended strongly on the recording site, as revealed by the significant
age x lead interaction (P < 0.001). Figure 7
illustrates that the latency decrease began as early as 8 years and was
most prominent at Cz; it was slower at Pz and no significant differences
between groups of children were obtained for the frontal theta responses.
The latency reduction with age depended on the stimulus type only at the
Cz electrode, because the latency for targets was longer than for passive
and nontarget stimuli in the groups of oldest (8-11 year old) children
and adults (age x stimulus x lead, P < 0.001).
|
Fig. 7. Lead x age effect on the latency of the maximal theta response. The age groups are designated as in Fig. 2. |
|
|
|
|
P400-700 latency |
|
|
|
Theta response latency |
|
|
|
Age |
|
Dependent variable | Enter | Beta | R2 | P |
P400-700 latency | 1. Theta response latency | 0.60 | 0.53 | <0.001 |
2. Age | -0.21 | 0.34 | 0.12 |
R2Total = 0.546, F(2/47) = 29.30, P < 0.001 |
Est(P400-700 latency) = 511 + 0.42(Theta response latency) - 0.88(Age) |
|
Fig. 8. Scatter plot of P400-700 latency vs. latency of the maximal theta response for the Pz lead. |
4.1.2. Age effect on theta response amplitude
The lack of age effect on the maximal theta response
amplitude can be explained with the differential developmental time-course
of single theta response amplitude and between-sweep synchronization (Yordanova
and Kolev, in press). It has been observed that whereas single sweep amplitudes
decreased, the phase-locking increased with age. Hence, the averaged filtered
ERPs did not manifest large differences between children and adults, because
the smaller single-sweep amplitudes of adults are strongly phase-locked,
with the opposite effects found for children. The finding that theta response
amplitude in both children and adults was larger for oddball target than
for passive and nontarget stimuli indicates that the functional engagement
of the theta system is similar for children and adults and accompanies
oddball task processing.
4.2. Theta response and P300
Two pronounced components in the P300 latency range
characterized the task-related ERP morphology in children: an early P330
and a late parietal P400-700 (Courchesne, 1983). In the children groups,
P400-700 manifested significantly larger amplitudes for oddball targets
than for nontargets, a result typically described for the P3b component
(Pritchard, 1981; Picton, 1992; Polich, 1993). P400-700 also decreased
in latency with age as has been reported for P3b in children (Courchesne,
1983; Kurtzberg et al., 1984; Mullis et al., 1985; Polich et al., 1990;
etc.). The early P330, though larger for targets and at Pz, did not demonstrate
any changes in latency as age increased. Hence, according to criteria of
topography, task sensitivity, and changes with development, P400-700 in
children can be identified as the P3b.
In this study, the relationship between the time
domain P400-700 and the maximal theta frequency response was analyzed.
However, the question of whether P400-700 and maximal theta response are
distinct phenomena may be raised. In the framework of signal analysis theory,
ERPs can be analyzed in the time and/or in the frequency domain. The successive
peaks of the transient response in the time domain may present with a single
maximum (peak) in the AFC, which means that multiple waves in the time
domain may be a manifestation of a single oscillation with a defined frequency.
The opposite is also true - several peaks in the frequency domain may present
with only one extremum in the time domain potential. If several frequency
maxima occur in the AFC and they are enough distant, then they may produce
distinct activities (components) in the time domain. It has been further
proposed that the time-domain ERP components originate from the superposition
of oscillatory EEG responses with frequencies that are functionally involved
(responsive) in a given condition (Basar, 1980, 1992). These theoretical
considerations mean that a close relationship exists between time and frequency
domain components of the ERP, but nonetheless they are not identical as
being derived by different methods, and reflect specific aspects of the
transient signal (i.e., the ERP).
Several additional arguments can be outlined to
support the fact that P400-700 and theta response analyzed in the present
study are distinct phenomena: (1) Figure 2 clearly
shows that the parietal P400-700 wave of the unfiltered ERPs of children
is a slow wave from the delta (0.5-4 Hz) range. Furthermore, a number of
earlier and most recent reports have shown that the major power of the
P300 ERP component is in the delta range (Duncan-Johnson and Donchin, 1979;
Stampfer and Basar, 1985; Verleger 1995; Schürmann et al., 1995).
(2) As shown in the results, the theta response was elicited in each of
the three stimulus conditions (Fig. 6), whereas at
low cut-off frequency of 0.5 Hz prominent P400-700 of children was elicited
only in the oddball target condition (Fig. 2). (3)
The theta response was evident at each electrode location and was maximal
at the vertex site (Fig. 6), whereas P400-700 was expressed only at the
parietal site (Fig. 2). (4) The latency of the maximal
theta response was about 200 ms shorter than P400-700 latency, which means
that the two events are separated along the time axis and are not overlapping.
Hence, the maximal theta response in children contributes to the expression
of time domain components earlier than P400-700. In support to this statement,
it is seen in Figs. 2 and 4 that
in children theta power increase precedes P400-700 and rather a theta power
suppression (desynchronization) accompanies P400-700 peaking. The separability
of the theta response and P400-700 shows that the relationship between
these two ERP components in children is functional rather than resulting
from a direct contribution of theta power to P400-700 expression. In adults,
however, the latency of the maximal theta response similarly preceded P300
latency, but pronounced theta activity was also observed to coincide with
P300 appearance (Figs. 4 and 6).
The present results confirm the observations of
a decrease in P3b (P400-700) latency with age in children, which may reflect
a developmental speeding in the processes of stimulus evaluation (Kutas
et al., 1977) or timing of attentional processes when working memory is
updated (Polich, 1993). A similar developmental speeding was found for
theta response latency, although it preceded P400-700 peaking by approximately
200 ms. The present results further indicate that there is a strong relationship
between the theta response latency and the latency of P400-700, such that
theta response latency was entirely responsible for the age-related reduction
of P400-700 latency. It is to be emphasized that a developmental latency
reduction was not observed for N1, P2, N2, and P330, and no correlations
with P400-700 latency were obtained by analysis in the time domain. Also,
P400-700 and theta response latencies did not correlate with reaction times.
These findings suggest that the developmental acceleration of the processes
reflected by P3b is driven by speeding in the preceding processes in the
theta frequency channel. Because event-related synchronization (enhancement)
of theta activity has been associated with episodic memory activation (Klimesch
et al., 1994, 1996), and P300 latency has been related to memory span development
(Howard and Polich, 1985; Polich et al., 1990), the present result may
reflect the maturation and improvement of memory functions.
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