1Instituto de Bioingeniería,
Prida, Liset Menendez de la and
Juan V. Sanchez-Andres.
Nonlinear Frequency-Dependent Synchronization in the Developing
Hippocampus.
J. Neurophysiol. 82: 202-208, 1999.
Synchronous population activity is present both in
normal and pathological conditions such as epilepsy. In the immature
hippocampus, synchronous bursting is an electrophysiological
conspicuous event. These bursts, known as giant depolarizing potentials
(GDPs), are generated by the synchronized activation of interneurons
and pyramidal cells via GABAA,
N-methyl-D-aspartate, and AMPA receptors.
Nevertheless the mechanism leading to this synchronization is still
controversial. We have investigated the conditions under which
synchronization arises in developing hippocampal networks. By means of
simultaneous intracellular recordings, we show that GDPs result from
local cooperation of active cells within an integration period prior to
their onset. During this time interval, an increase in the number of
excitatory postsynaptic potentials (EPSPs) takes place building up full
synchronization between cells. These EPSPs are correlated with
individual action potentials simultaneously occurring in neighboring
cells. We have used EPSP frequency as an indicator of the neuronal
activity underlying GDP generation. By comparing EPSP frequency with
the occurrence of synchronized GDPs between CA3 and the fascia dentata
(FD), we found that GDPs are fired in an all-or-none manner, which is
characterized by a specific threshold of EPSP frequency from which
synchronous GDPs emerge. In FD, the EPSP frequency-threshold for GDP
onset is 17 Hz. GDPs are triggered similarly in CA3 by appropriate
periodic stimulation of mossy fibers. The frequency threshold for CA3
GDP onset is 12 Hz. These findings clarify the local mechanism of
synchronization underlying bursting in the developing hippocampus,
indicating that GDPs are fired when background levels of EPSPs or
action potentials have built up full synchronization by firing at
specific frequencies (>12 Hz). Our results also demonstrate that
spontaneous EPSPs and action potentials are important for the
initiation of synchronous bursts in the developing hippocampus.
Synchronous population discharges commonly are
found in neural systems, not just as cortical oscillations associated
with stimulus encoding (Farmer 1998 A similar type of activity is present in the developing hippocampus,
where synchronous bursts or giant depolarizing potentials (GDPs)
sustained by GABAergic transmission have been recorded (Ben-Ari
et al. 1989 In this paper, we investigate the conditions under which
synchronization spontaneously occurs in the immature hippocampus. Synchronization of a neuronal network is achieved when the firing of
component units becomes phase locked, which is dependant on the
connectivity patterns and intrinsic firing capability of the units
(Colling et al. 1998 Experimental preparation
Newborn New Zealand white rabbits (2-5 postnatal days) were
killed by decapitation under light ether anesthesia. The whole brain
was removed and chilled at 4°C in standard artificial cerebrospinal fluid. Transverse slices of hippocampus (500 µm) were prepared using
a drop-blade chopper. The slices were maintained in an incubation chamber at room temperature for Intracellular recordings
Intracellular recording electrodes were made from borosilicate
glass (1.2 mm OD; Sutter Instrument) pulled with a Brown-Flaming horizontal puller (Sutter Instrument) and filled with 3 M KCl (50-100
M For intracellular injections of Neurobiotin, recording electrodes were
backfilled with a 5% solution of Neurobiotin (Vector Laboratories,
Burlingame, CA) in 1 M KCl and subsequently filled with 3 M KCl.
Neurobiotin was injected intracellularly using depolarizing pulses
(0.2-0.4 nA) at 1 Hz for 10-30 min. After the experiment, the slice
was fixed overnight in 4% paraformaldehyde PBS (0.1 M, pH 7.4). After
H2O2 (0.3%) and Triton X-100 (0.6%)
pretreatment, the slice was then processed by incubation in a 1:100
dilution of ABC complex (Vector) and by a 0.03% solution of
3,3-diaminobenzidine and 0.005% H2O2.
Mossy fiber stimulation
Monopolar electrical stimulation was applied via tungsten
electrodes at the hilus while intracellular recording at CA3 (n = 11). The stimulus duration was 100 µs. To minimize EPSP summation, the pulse amplitude was set to the value able to produce minimal EPSPs
in every slice. Ten to 20 trials of periodical stimulation were tested
(2-25 Hz).
Measurements and data analysis
EPSP detection complied the following criteria: only events
>0.25 mV were counted as EPSPs and peaks making up clustered events were counted individually if their peak height was greater than the
half-peak amplitude of the largest cluster member. To measure EPSP
frequency, we established time windows of 0.5 s. GDP onset was
defined at burst half-amplitude. This was the most systematic way to
define GDP onset because criteria based on the depolarization underlying a GDP were difficult to apply due to EPSP accumulation. Two
time windows were constructed from the GDP onset to compute EPSP
frequency: 0-0.5 and 0.5-1 s. All measurements are given as
means ± SD with the number of cells indicated. For statistical analysis the Student's two-tailed t-test was used
(confidence level, P = 0.05).
Spontaneous EPSPs reflect network activity leading to GDP
generation
Simultaneous intracellular recordings from n = 36 pairs of cells revealed highly synchronous GDPs within CA3 (Fig.
1B) and CA3-CA1 (Fig.
2D). The frequency of these
events in CA3 and CA1 regions was 2.9 ± 1.4 GDPs/min
(n = 36). GDP amplitude and duration was 21 ± 4 mV and 416 ± 209 ms, respectively (92 GDPs, n = 21 cells). The reversal potential was
ABSTRACT
TOP
ABSTRACT
INTRODUCTION
METHODS
RESULTS
DISCUSSION
REFERENCES
INTRODUCTION
TOP
ABSTRACT
INTRODUCTION
METHODS
RESULTS
DISCUSSION
REFERENCES
; Gray and
Singer 1989
; Laurent and Davidowitz 1994
) but
also as spontaneous events recorded during development (Meister
et al. 1991
; O'Donovan et al. 1998
;
Yuste et al. 1995
) or in epileptic seizures
(Schwartzkroin and Prince 1978
). In experimental models
of epilepsy such as disinhibited hippocampal slices, synchronous bursts
have been observed both spontaneously and when triggered by afferent
stimulation (Traub and Wong 1982
; Wong and Traub
1983
). These bursts result from local circuit synchronization
that spreads throughout the hippocampus as reported experimentally
(Miles et al. 1984
, 1988
; Traub et al.
1995
) and computationally (Traub and Dingledine
1990
; Traub et al. 1993
). In these studies, the
role of network connectivity, synaptic conductances, and intrinsic
behavior have been investigated extensively.
; Garaschuk et al. 1998
;
Menendez de la Prida et al. 1996
). GABAA
receptors have an excitatory action in early postnatal life, providing
the basis for hyperexcitability in immature neuronal networks
(Bolea et al. 1996
; Cherubini et al.
1991
). Under these conditions, GDPs are recorded from the
intact neonatal limbic structures (Leinekugel et al.
1998
) as well as from CA3, CA1, and the fascia dentata (FD)
(Garaschuk et al. 1998
; Khazipov et al.
1997
; Menendez de la Prida et al. 1998
). GDPs
are known to be generated by the synchronized release of GABA from
interneurons in cooperation with glutamatergic cells (Ben-Ari et
al. 1997
; Khazipov et al. 1997
), although the
mechanism underlying synchronization still remains controversial
(Garaschuk et al. 1998
; Khazipov et al.
1997
; Menendez de la Prida et al. 1998
;
Strata et al. 1997
).
; Lytton and Sejnowski
1991
; Skinner et al. 1994
; Stanford et
al. 1998
; Traub et al. 1996b
). Several studies
support the idea of optimal frequencies for synchronization within a
neuronal network (Cobb et al. 1995
; Destexhe et
al. 1993
; Gray et al. 1989
; Stopfer et
al. 1997
; Whittington et al. 1995
). A
frequency-dependent mechanism has been proposed for the regulation of
information flow from the entorhinal cortex to the hippocampus (Gloveli et al. 1997
). These neuronal networks reveal
nonlinear characteristics as response to extracellular stimulation
ranging from 0.1 to 10 Hz (Berger et al. 1988
). In the
case of immature hippocampus, these possibilities have not been
considered yet as a mechanism for GDP generation. We show that
synchronization in the developing hippocampus arises spontaneously in a
frequency-dependent manner. We have focused our attention on the period
just before onset of GDPs. During this interval, which we refer to as
the integration period, an increase in the number of excitatory
postsynaptic potentials (EPSPs) is detected. By comparing EPSP
frequency with the occurrence of GDPs, we demonstrate the all-or-none
character of synchronous bursting, a phenomena that also can be
reproduced by extracellular stimulation. The initiation of synchronous
bursts by EPSPs has been reported in 4-aminopyridine (4-AP) and
high-potassium media (Chamberlin et al. 1990
;
Ives and Jefferys 1990
; Traub and Dingledine
1990
). Our findings indicate that the synchronous activity of
spontaneously occurring EPSPs is important not only under pathological conditions but also during postnatal development.
METHODS
TOP
ABSTRACT
INTRODUCTION
METHODS
RESULTS
DISCUSSION
REFERENCES
1 h before recording, at which time
one slice was transferred to a submersion-type recording chamber
(Medical Systems) continuously perfused with a standard medium
containing (in mM) 125 NaCl, 3 KCl, 1.2 MgSO4, 1.2 NaH2PO4, 2 CaCl2, 22 NaHCO3, and 10 glucose, saturated with 95%
O2-5% CO2, pH: 7.4. Temperature was maintained
at 30-33°C (pH 7.4) with a flow speed of 1-1.5 ml/min.
). Simultaneous intracellular recordings were made with separated
manipulators using a dual intracellular amplifier (Axoclamp II B). The
intracellular penetration of CA3 and CA1 pyramidal neurons were
realized in the stratum pyramidale. Recordings from FD were made at the
granular layer. The criteria for a healthy record were a resting
membrane potential greater than
50 mV, input resistance >20 M
,
action potential amplitude >50 mV, and a spike train response to
positive current injection. Cells in the study had a mean input
resistance of 110 ± 45 M
in CA3 (n = 47),
48 ± 15 M
in CA1 (n = 9), and 64 ± 18 M
in FD (n = 10). In three experiments, QX314 (RBI),
which suppresses sodium spikes, was added (50 mM) to the KCl pipette solution.
RESULTS
TOP
ABSTRACT
INTRODUCTION
METHODS
RESULTS
DISCUSSION
REFERENCES
30 ± 10 mV
(n = 8), and they were blocked by bicuculline
indicating its GABAA dependence.
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Fig. 1.
Instantaneous firing frequency from simultaneous intracellular
recordings from CA3 proximal cells (electrode distance <150 µm).
A: 2 proximal pyramidal neurons were recorded
simultaneously. Cell 1 is closer to CA4 with an axon
running forward to CA1 direction. Note also the axon collateral
(arrowhead) entering back into CA3 stratus pyramidale (SP) and stratus
radiatum (SR). On the contrary, cell 2 has an axon that
travels in the backward direction, i.e., toward CA4. B:
spontaneous activity from cells 1 and 2
and the instantaneous firing frequency. Slight concurrent increase of
firing frequency can be observed (arrows a-c) in some cases associated
with a giant depolarizing potential (GDP; arrow c). C:
cell 2 was hyperpolarized to show that the slight
increase of firing frequency in cell 1 is synchronous
with the increase of the number of excitatory postsynaptic potentials
(EPSPs) recorded in cell 2 (arrows). These cells were
not synaptically connected. Frequency in cell 2 is
referred to as the instantaneous EPSP frequency. Resting membrane
potentials (RMPs), cell 1: 57 mV; cell
2:
53 mV. Calibration bars in C: horizontal
2 s (B) and 1 s (C); vertical
20 mV (B and C).
View larger version (24K):
[in a new window]
Fig. 2.
Synchronous GDPs from developing hippocampal networks.
A: synchronous GDPs from 2 different CA3 pyramidal cells
impaled simultaneously (1 and 2). GDPs are typically preceded by a
number of EPSPs (square in cell 2). Concomitantly, action
potentials are present in cell 1. B1:
synchronous GDPs recorded from 2 synaptically coupled CA3 cells.
Cell 3 is the presynaptic cell (Pre). Individual action
potentials in cell 3 evoke individual EPSPs in the
postsynaptic cell 4 (Post, see arrowheads).
B2: postsynaptic EPSPs elicited by presynaptic spikes.
Depolarizing pulses of 0.1 nA (B2, top) and 0.15 nA
(B2, bottom) were applied to cell 3
(Pre). C: EPSP frequency 0-0.5 and 0.5-1 s before GDP
onset. Data from n = 3 cells. EPSP frequency
increases 500 ms before GDPs. D: simultaneous
intracellular recordings from CA3 (cell 5) and CA1
(cell 6). GDP failure is detected in CA1 (arrow in
cell 6). In this case, an increase in the EPSP number is
recorded in correlation with the GDP in CA3 (arrow, cell
6). Calibration bars in D: vertical 10 mV
(A, B, and D); horizontal 250 ms
(A and B1), 125 ms (B2),
and 1 s (D). RMPs, cell 1: 65 mV;
cell 2:
79 mV; cell 3:
69 mV;
cell 4:
79 mV; cell 5:
78 mV; and
cell 6:
69 mV.
Detailed examination of simultaneous recordings from pairs of CA3 cells <150 µm apart (n = 8 pairs, Fig. 1A) revealed a slight concurrent increase of the instantaneous firing frequency (Fig. 1B, see bars). Frequency changes were not intrinsic to the recorded cells because they were unrelated to the membrane potential. The synchronous increase of firing frequency lead in some cases to GDPs (Fig. 1B, arrow c) but failed in others (arrows a and b). These data suggest that under certain circumstances (arrows a and b) local synchronization does not fulfill the conditions for full synchronization and thus GDPs are not fired. The investigation of these conditions is the purpose of the present work.
Our recordings also indicated that the increased frequency of EPSPs
before GDP onset is correlated with an increase in the number of EPSPs
in the simultaneously recorded neuron (Fig. 1C, arrows). In
this particular experiment, cell 2 was hyperpolarized to
85 mV to show that a slight increase in the firing frequency of
cell 1 is synchronous with an EPSP recorded in cell
2 (these 2 cells were not synaptically connected). We examined
data from n = 17 CA3-CA3 recordings in which one cell
was hyperpolarized to reveal EPSPs. All the EPSPs were measured and
counted from hyperpolarized cells to gain in individual EPSP resolution.
GDPs typically were preceded by an increase in the number of EPSPs (Fig. 2A, square in cell 2; cells are different from those shown in Fig. 1). This interval preceding GDP had a duration between 100 and 300 ms. Concomitantly, action potentials were observed in the simultaneously impaled neurons (see action potentials in cell 1, Fig. 2A). In these neurons (P2-P5), synaptic activity was mainly GABA dependent, given that the majority of EPSPs were blocked by bicuculline (not shown). The half-duration of individual EPSPs was 38.7 ± 14.1 ms and amplitude ranged from 2.5 to 10.2 mV (n = 118 EPSPs from 5 cells). In synaptically coupled neurons (n = 3) the EPSP amplitudes, time constants, and half-durations were 6.1 ± 2.2 mV, 19.2 ± 2.1 ms, and 25.1 ± 5.2 ms, respectively, suggesting that most of the spontaneous individual synaptic events may have resulted from single spikes in presynaptic neurons (Fig. 2B). The barrage of EPSPs thus can reflect the network activity leading to GDP generation.
Increase of EPSP frequency is related to GDP occurrence
We wondered whether the number of EPSPs preceding GDPs in a time
interval between 0 and 0.5 s is significantly different from those
occurring between 0.5 and 1 s. We analyzed 21 GDPs from n = 3 CA3 neurons using electrodes containing QX314 and
97 GDPs from n = 8 simultaneous intracellular
recordings using KCl-filled electrodes. Reliable estimates of EPSP
frequency were obtained in both cases. Results are presented in Fig.
2C. EPSP frequency in the 0- to 0.5-s interval was higher
(18.2 ± 2.8 Hz) than in the 0.5- to 1-s interval (5.8 ± 1.6 Hz; significantly different P = 0.8 · 1012; t = 12.3, n = 118 GDPs from 11 cells).
"Failure" of synchronization within and between regions also provided us additional insight into the mechanisms of synchronization. Failure of synchronization refers to the situation in which a GDP was detected in an area but not in the other (Fig. 2D, arrow). We examined 588 GDPs from n = 12 simultaneously recorded cells (CA3-FD, CA3-CA3, and CA3-CA1). A low percentage of failure was detected in CA3-CA3 and CA3-CA1 pairs (2.5 and 1.8%, respectively). CA3-FD pairs showed the largest incidence of failure in FD cells (9.7%) consistent with the lower GDP frequency of this area (1.6 ± 0.9 GDPs/min; n = 10). Failures were always associated with an increase in the number of EPSPs (Fig. 2D, arrow in cell 6).
Frequency-dependent mechanism of synchronization
Our results allow us to state the following hypothesis: because coordinated neuronal activity underlies GDP generation, a relationship must exist between EPSP frequency and the occurrence of GDPs. In the case of failure, a GDP is not fired even though an increase in the number of EPSPs is detected. On the contrary, a different situation must be present when GDP is fired. In this case, the EPSP increase should reflect the conditions for full synchronization.
To assess this hypothesis, we analyzed n = 10 simultaneous recordings from CA3 and FD because FD showed the highest
percentage of failures. We computed EPSP frequency under three
different situations (Fig.
3A): when asynchronous
activity was present in simultaneously impaled cells (a),
when a GDP was recorded in CA3 and a increase in FD EPSP number failed
to produce synchronization (b), and when a GDP in CA3 was
followed by increase in EPSP number and a GDP in FD (c).
Frequency histograms from these groups showed that cases b
and c can be distinguished clearly from case a
(Fig. 3B, n = 5). The means are: 5.8 ± 2.9 Hz,
n = 80 time windows (a); 13.1 ± 2.7 Hz
(b) and 20.3 ± 2.9 Hz (c),
n = 50 time windows in both cases. Situations
b and c (17.6 ± 4.7 Hz) are significantly different from situation a (P = 3 · 1018; t = 11.6).
|
The relationship between EPSP frequency and GDP amplitude in b and c was examined to account for the mechanisms underlying GDP onset (n = 10). Because situation b represents the cases in which synchronization is not full and therefore GDP fails, the GDP amplitude can be taken as zero. In Fig. 3C the results from n = 3 neurons are summarized. As shown by the distribution of amplitudes GDPs arose in an all-or-none manner for every cell (represented with different symbols). The mean frequency of EPSPs for GDP triggering was 17.4 ± 2.6 Hz (n = 10) independent of the membrane potential. GDPs are fired when the frequency of the electrical activity responsible for EPSPs crosses a threshold of 17 Hz (Fig. 3C, arrow).
Nonlinear frequency-dependent properties of evoked GDPs
If the synchronization leading to GDP generation is frequency dependent, then repetitive mossy fiber stimulation should need appropriate frequencies to evoke GDPs. Figure 4A shows that repetitive stimulation at 1-9 Hz did not induce GDPs, irrespective of the stimulus duration. Instead GDPs were fired from 10-Hz stimulation. In pyramidal cells, a cumulative effect of successive pulses was not apparent (see 1st 3 pulses in the 10-Hz trace) or occurred far from GDP onset without triggering it (Fig. 4B, arrow 1). GDPs rather emerged after a sudden depolarization that was not associated with a given pulse (see arrow in the 10-Hz trace). In fact, stimulus interruption did not abort GDPs which were triggered after the last pulse (n = 20 trials, see asterisk and arrow 2 in Fig. 4B).
|
The frequency dependence of evoked GDP amplitude was similar to that described in the preceding text for spontaneous GDPs (Fig. 4C, 3 cells from different slices are represented). Nevertheless, GDPs in CA3 seemed to be triggered at lower frequencies (7.1 ± 2.5 Hz, n = 11) when compared with spontaneous GDPs in FD (~17 Hz). For a reliable determination of the population threshold for synchronization, we considered the results from different slices (Fig. 4D, n = 9). There is a range of frequency for which fluctuations in GDP probability are present. Nevertheless stimulation >12 Hz evoked GDPs in all the slices, and stimulation <5 Hz did not generate GDPs. Based on these results, the CA3 region has a frequency-threshold for GDP onset of 12 Hz.
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DISCUSSION |
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The aim of the present work was to investigate the features of
local circuit synchronization in the developing hippocampus. The
results suggest that synchronous bursts or GDPs are generated by a
frequency-dependent mechanism. Simultaneous recordings from pairs of
proximal CA3 pyramidal cells (electrode distance <150 µm) showed a
concurrent increment in the firing frequency previous to GDP onset.
This increment was correlated with an increase in the number of EPSPs
that reflects the spontaneous network activity. According to our
results a GDP is fired when a synchronous increase in the spontaneous
activity exceeds a certain frequency-threshold. This "build-up"
of network synchronization takes place 100-300 ms before GDPs
(integration period). Because GDPs involve the cooperative action of
GABAA, NMDA, and AMPA components (Ben-Ari et al.
1989, 1997
; Bolea et al. 1999
; Gaiarsa et
al. 1993
), the integration period represents the time in which
firing increases locally due to recruitment of the appropriate neuronal populations.
A similar role of EPSPs in the initiation of synchronous bursts has
been previously described in 4-AP and high-potassium media (Chamberlin et al. 1990; Ives and Jefferys
1990
; Traub et al. 1995
). This similarity
between experimental models of epilepsy and immature hyperexcitability
is particularly interesting to unify the principles of discharge
generation (Schwartzkroin et al. 1995
; Traub and
Jefferys 1994
). Both experimental and computational studies
have been carried out to elucidate the components underlying network
synchronization, i.e., the number of cells, network connectivity and
synaptic components (Miles et al. 1984
; Smith et
al. 1995
; Traub and Dingledine 1990
;
Traub et al. 1984
, 1993
, 1995
, 1996a
). However, the
frequency-dependent mechanism has not been deeply investigated. Our
results indicate that the activity increment responsible for EPSP
accumulation does not initiate population discharges just by triggering
the firing of a specific group of cells as previously proposed
(Ives and Jefferys 1990
; Traub and Dingledine
1990
). The frequency of this firing must exceed a specific threshold to build up full synchronization.
There is evidence for the existence of specific frequencies for
synchronization (Domingo et al. 1997; Farmer
1998
; Murthy and Fetz 1996
). In the olfactory
system, information is encoded in temporal sequences in which several
assemblies are recruited, regardless of the phase (Stopfer et
al. 1997
; Wehr and Laurent 1996
). These
assemblies consist of groups of neurons that fire together at 20-30
Hz, a frequency that is odor-independent (Laurent 1996
).
In visual perception, there are reports of synchronized responses
between cortical columns at specific frequencies (40-60 Hz),
irrespective of stimulus configuration (Gray et al.
1989
). Different cerebral areas also interact with each other
in an optimal frequency range, which in the majority of the cases has a
functional content: the cortex and thalamus for example, phase lock at
7-14 Hz during spindles (Contreras et al. 1997
). The
cellular and network basis of the frequency-threshold synchronization
might be thus investigated both in the intrinsic firing properties of
neuronal groups and the connectivity patterns (Skinner et al.
1994
).
Experimental and computational models of gamma-frequency
oscillations have shown that there is a minimal interneuron network frequency at ~20 Hz (Traub et al. 1996a; Wang
and Buzsáki 1996
). In those works, the authors
investigated network frequency as a function of the time constant of
GABAA-mediated inhibitory postsynaptic potential (IPSP).
According to their estimation a time constant of 10 ms includes five
IPSPs within a period (50 ms from 20 Hz). This will cause a different
hyperpolarization level in different cells preventing synchronization
(Traub et al. 1996a
). Nevertheless this analysis is not
sufficient to predict quantitatively the minimum frequency
(Traub et al. 1996a
). Our data show that EPSPs from CA3
synaptically coupled pairs of pyramidal cells had time constants of
~20 ms for a minimum frequency of 12 Hz (period ~83 ms). Temporal
summation occurs at time intervals shorter than the unitary EPSP time
constant. This implies a minimum synchronization frequency of 50 Hz
(for 20 ms), which is higher than the threshold value. Furthermore GDP
triggering does not seem to result just from the summation of a given
number of EPSPs in the pyramidal neurons (see Fig. 4). Whether temporal
summation in the interneurons accounts for the threshold mechanism
and/or whether the integration process could be taking place at
dendritic locations requires further investigation. Although recent
data might suggest that input summation is linear and independent of
the somatic/dendritic input position in hippocampal neurons
(Cash and Yuste 1998
), previous studies showed that
bursts can be transmitted between monosynaptically connected neurons
(Miles and Wong 1987
). The likely mechanism underlying
burst transmission is the delayed generation of a dendritic Ca2+ spike in the postsynaptic cell. Therefore attention
must be paid to synaptic integration at the dendrites and interneurons
as plausible mechanisms underlying the frequency dependence of GDP
initiation process.
Our results also show a long integration period in building up
GDPs (100-300 ms), which suggests that the recruitment process involves multiple synapses. This is in accordance with previous reports
showing large latency between proximal regions (~200 ms in CA3-FD
recordings) (Menendez de la Prida et al. 1998). There is
variability in the duration of the integration period between different
cells, suggesting that the recruitment not always involve the same
elements. Some of the factors that may account for this variability are
the specific properties of local interconnections and/or the existence
of a critical mass for full synchronization (Menendez de la
Prida et al. 1998
; Miles et al. 1984
;
Smith et al. 1995
). This is specially evident in the
records shown in Fig. 1B where the events signed by arrows b
and c do not differ markedly in the firing frequency (13 and 10 Hz),
but GDP fails in one of them (arrow b).
It has been proposed previously that spontaneous EPSPs may be important
for brain function (Traub and Dingledine 1990). Our data
show that EPSPs play a role in the initiation of synchronous bursts not
only under pathological conditions, but also during postnatal
development. Spontaneously occurring EPSPs provide the background level
of excitation on which the activity is superimposed. This background
level is the source for the generation of immature synchronous network
activity (Chub and O'Donovan 1998
; O'Donovan et
al. 1998
; Scharfman 1993
; Traub and
Dingledine 1990
).
The capacity of developing hippocampal networks to fire
synchronous bursts or GDPs has important physiological consequences by
increasing intracellular calcium concentration and by promoting structural changes and trophic activity (Barbin et al.
1993; Ben-Ari et al. 1997
; Leinekugel et
al. 1995
, 1997
). Synchronization during development shapes
neuronal pathways by processes depending on the electrical activity
(Constantine-Patton et al. 1990
; Katz and Shatz
1996
; Mooney et al. 1996
). It is therefore
important to elucidate the conditions responsible for synchronous
behavior. The developing hippocampus spontaneously fires in two modes:
isolated action potentials and GDPs or bursts (Menendez de la
Prida et al. 1997
). Isolated action potentials encode
uncorrelated activity at lower frequencies (<12 Hz), whereas GDPs gate
synchronous transmission at higher frequencies (>12 Hz). The
frequency-threshold mechanism described here would play the role of a
switch between these two firing modes by filtering periodical inputs
coming from other cortical areas and the septum (Scharfman
1991
). The filtering capability would determine coordinate
patterns of output activity depending on the input frequency and
regulate the operative capacity of the developing hippocampus
(Gloveli et al. 1997
; Lisman 1997
; Menendez de la Prida et al. 1997
).
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ACKNOWLEDGMENTS |
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We thank O. Herreras and A. G. Caicoya for useful discussions and carefully reading of the manuscript and E. Geijo and R. Gallego for helpful comments. We also thank S. Bolea, B. Gal, E. de la Peña, and J.H.E. Cartwright.
This work was supported by Grant 96/2012 from the Fondo de Investigaciones Sanitarias. L. Menendez de la Prida was supported by fellowships from Generalitat Valenciana.
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FOOTNOTES |
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Address for reprint requests: J. V. Sanchez-Andres, Dept. de Fisiologia, Instituto de Bioingenieria, Universidad Miguel Hernández, Campus de San Juan, aptdo 18, 03550 Alicante, Spain.
The costs of publication of this article were defrayed in part by the payment of page charges. The article must therefore be hereby marked "advertisement" in accordance with 18 U.S.C. Section 1734 solely to indicate this fact.
Received 12 November 1998; accepted in final form 2 March 1999.
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