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The Journal of Neuroscience, April 15, 2003, 23(8):3154
Variable Properties in a Single Class of Excitatory Spinal
Synapse
David
Parker
Department of Zoology, University of Cambridge, Cambridge CB2 3EJ,
United Kingdom
 |
ABSTRACT |
Although synaptic properties are specific to the type of synapse
examined, there is evidence to suggest that properties can vary in
individual synaptic populations. Here, a large sample of monosynaptic
connections made by excitatory interneurons (EINs) onto motor neurons
in the lamprey spinal cord locomotor network has been used to examine
the properties of a single class of spinal synapse in detail.
The properties and activity-dependent plasticity of EIN-evoked EPSPs
varied considerably. This variability occurred at convergent inputs
made by several EINs onto single motor neurons. This suggests that it
was an intrinsic network property and not simply related to differences
between animals or experiments. The activity-dependent plasticity of
EIN-evoked EPSPs could be negatively or positively related to the
initial EPSP amplitude (P1 and P2 connections, respectively). This
reflected the development of facilitation and depression from either
small or large initial EPSPs.
To identify differences in presynaptic properties that could contribute
to the synaptic variability, the quantal amplitude, release
probability, number of release sites, and size of the available vesicle
pool were examined. This analysis suggested that the variable amplitude
and plasticity of EPSPs at P1 and P2 connections reflected an
interaction between the release probability and the size of the
available transmitter store.
There is thus significant functional variability in EIN synaptic
properties. Synapses ranged from strong (evoked postsynaptic spikes) to
weak (small depressing EPSPs). The selection of interneurons with
different synaptic properties could provide an intrinsic mechanism for
modifying excitatory network interactions and the locomotor network output.
Key words:
interneuron; spinal cord; synaptic plasticity; neural network; motor neuron; lamprey
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Introduction |
The output of a neural network
depends on the types of neurons it contains and the pattern of their
synaptic connections ("network architecture"). To understand how a
network output is generated, information is required on the cellular
and synaptic properties of its component neurons (Selverston, 1980
;
Getting, 1989
; Marder and Calabrese, 1996
). Network cellular properties
have been studied in some detail (Marder and Calabrese, 1996
). Although
the synapse is the site of information transfer, network synaptic
properties have not been examined to the same extent. Potential
synaptic influences on network activity include the sign, amplitude,
and time course of PSPs, as well as activity-dependent changes in synaptic properties (Selverston, 1980
; Getting, 1989
).
Activity-dependent synaptic plasticity is a ubiquitous phenomenon. Its
analysis has focused primarily on long-term effects associated with
development and learning and memory (Byrne and Kandel, 1996
; Feldman et
al., 1999
; Malenka and Nicoll, 1999
). This plasticity can be considered
as extrinsic, because it acts on the network to tonically alter its
output. Plasticity could also develop during network activity to alter
the strength of network synapses and thus act as an intrinsic mechanism
for patterning rhythmic network activity (O'Donovan and Rinzel, 1997
;
Nadim and Manor, 2000
; Fortune and Rose, 2001
).
I have begun to examine intrinsic activity-dependent synaptic
plasticity in the lamprey locomotor network (Parker, 2000a
). This
analysis requires information on the network architecture and the
functional properties of network neurons. In particular, paired
recordings must be made from identified presynaptic and postsynaptic
neurons, and presynaptic cells must be stimulated at network-relevant
spike frequencies. These requirements can be met to some extent in the
lamprey locomotor network (Buchanan, 2001
). As in other systems
(Thomson, 2000
), activity-dependent plasticity is specific to the type
of synapse examined (Parker, 2000a
). Connections made between specific
classes of network interneurons will thus have characteristic
activity-dependent effects when the network is active. The properties
of individual connections can vary, however, which suggests that
specific network synapses do not necessarily form homogenous functional
units. Although this variability is an important component to our
understanding of how synaptic properties contribute to the patterning
of network activity, the small sample sizes obtained in previous
analyses have prevented its relevance from being examined.
Here, a large sample of connections made by glutamatergic excitatory
network interneurons (EINs) onto motor neurons has been used to examine
the properties of this connection in detail. The results show
considerable variability in the properties and plasticity of this
single class of synapse. The variability was associated with
differences in presynaptic release properties at different connections.
The variability occurred at convergent inputs to single motor neurons.
It thus cannot be accounted for by differences between animals or
postsynaptic motor neurons, but instead represents an intrinsic
property that could contribute to the patterning of the network output.
 |
Materials and Methods |
Adult male and female lampreys (Lamptera fluviatilis)
were anesthetized with MS-222, and the spinal cord and notochord were removed. The spinal cord was isolated from the notochord and placed ventral side up in a Sylgard-lined chamber where it was superfused with
Ringer's solution containing (in mM): 138 NaCl,
2.1 KCl, 1.8 CaCl2, 1.2 MgCl2, 4 glucose, 2 HEPES, 0.5 L-glutamine. The Ringer's solution was bubbled
with O2, and the pH was adjusted to 7.4 with 1 M NaOH. The experimental chamber was kept at a
temperature of 10-12°C.
Paired recordings were made from EINs and motor neurons using
thin-walled micropipettes filled with 3 M potassium acetate and 0.1 M potassium chloride. Motor neurons were identified
by recording orthodromic extracellular spikes in the corresponding ventral root after current injection into their somata. EINs were identified by their ability to elicit monosynaptic EPSPs in motor neurons (Buchanan, 1993
). These were identified by their reliability and constant latency after presynaptic stimulation at 20 Hz (Berry and
Pentreath, 1976
). To minimize potential differences attributable to the
location of cells in different regions of the spinal cord, all
experiments were performed in the rostral trunk region (i.e., the first
20 segments of the spinal cord immediately caudal to the last gill). To
reduce the possibility of differences caused by the relative positions
of cells, the EIN was either in the same segment or one segment rostral
to the motor neuron. There were no consistent differences associated
with EPSPs evoked by EINs in the same segment or one segment rostral to
the motor neuron (my unpublished observations). Reticulospinal axons
were recorded in the lateral region of the ventromedial column.
Reticulospinal axons were identified by their conduction velocities of
at least 2 m/sec and by recording antidromic and orthodromic
extracellular spikes on the caudal and rostral ends of the spinal cord.
An Axoclamp 2A amplifier (Axon Instruments, Foster City,
CA) was used for voltage recording and current injection. In all
experiments, the membrane potential in control and in altered Ringer's
solutions was kept constant by injecting depolarizing or
hyperpolarizing current using single electrode discontinuous current
clamp. Data were acquired, stored, and analyzed on computer using an
analog-to-digital interface (Digidata 1200, Axon
Instruments) and Axon Instruments software (pClamp 8).
Single EPSPs were evoked at 0.1 Hz to examine basic synaptic
properties. No activity-dependent plasticity occurred at this frequency. EIN spikes were evoked either by injecting 1 msec
depolarizing current pulses of 10-60 nA or, where possible, on rebound
from hyperpolarizing current pulses (2-5 msec, 1-5 nA) to avoid
stimulation artifacts on the action potential. The plasticity of inputs
during spike trains was examined by stimulating the presynaptic EIN at frequencies of 5, 10, and 20 Hz. These frequencies are within the range
reported for interneuron spiking during network activity (Buchanan and
Cohen, 1982
; Buchanan and Kasicki, 1995
). Four to 20 spike trains were
evoked at 30 sec intervals at each frequency. These were averaged to
determine the properties of the connection. In some cases the initial
EPSPs in the trains were used as a measure of low-frequency-evoked
inputs. Twenty spikes were evoked in each train. Network interneurons
spike up to five times during network activity (Buchanan and Cohen,
1982
; Buchanan and Kasicki, 1995
). The initial part of the spike train
allowed network-relevant plasticity to be examined, whereas the latter
part of the train was used to examine the mechanisms underlying the
plasticity. Calcium was reduced to 75 or 50% in low-calcium Ringer's
solution and increased to 150 or 200% in high-calcium Ringer's solution.
EPSP amplitudes were measured as the peak amplitude above the baseline
immediately preceding the spike. At the frequencies used there was
little summation of EPSPs during spike trains. The initial EPSP, the
paired-pulse (PP) plasticity, and the plasticity over the 2nd-5th
spikes (Train2-5), the 6th-10th spikes (Train6-10), and the 11th-20th spikes in the
train (Train11-20) were measured. Paired-pulse
plasticity was expressed as
EPSP2/EPSP1, and plasticity
over different regions of the spike train was expressed as
EPSPTrain/EPSP1.
Low-frequency-evoked EPSPs or the initial EPSPs in the trains were used
to measure EPSP rise times, amplitudes, and half-widths. Where
stimulation artifacts did not obscure action potentials, their rise
times, peak amplitudes, and half-widths were also measured.
Statistical significance was examined using two-tailed paired or
independent t tests or one-way ANOVA. When an ANOVA
was used, a Tukey test was used for post hoc analysis of
differences between groups. n in the text refers to the
number of connections examined. Up to seven connections were examined
in a single animal (n = 163 animals). All values given
refer to mean ± SEM.
 |
Results |
Properties of low-frequency-evoked EPSPs
This analysis is based on a sample size of 278 monosynaptic EIN
connections to motor neurons. In some connections (n = 26), polysynaptic excitatory and inhibitory inputs reliably followed the evoked EPSP. These connections have been examined separately and
are not included in this analysis (my unpublished observations).
The mean amplitude of low-frequency-evoked EPSPs was 1.5 ± 0.05 mV (range, 0.32 to 4.2 mV) (Fig.
1A). The mean rise time
was 3.7 ± 0.18 msec (range, 0.6-11.9 msec; n = 100) (Fig. 1B), and the mean half-width was 10.2 ± 0.4 msec (range, 3.4-27.5 msec; n = 100) (Fig.
1C). These rise times and half-widths resemble those of
non-NMDA-mediated and mixed NMDA and non-NMDA-mediated EPSPs in the
lamprey (Dale and Grillner, 1986
). There was no correlation between the
EPSP amplitude and rise time
(r2 = 0.01). Slower rise times
were associated with longer half-widths in some cases
(r2 = 0.28), possibly
reflecting asynchronous transmitter release from several sites (Juttner
et al., 2001
). A moderate correlation between the EPSP amplitude and
half-width (r2 = 0.35) may
reflect the influence of the NMDA component on the EPSP. An inflection
on the rising phase of the EPSP suggestive of an electrical component
was present in 38 of 252 connections (15%) (Fig.
1Di,Dii). The presence of an electrical
connection was verified in five of these connections by the
depolarization that persisted after blocking chemical transmission with
cadmium (200 µM) (Fig.
1D).

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Figure 1.
The properties of EIN-evoked EPSPs. Histograms of
EPSP amplitudes (A), rise times
(B), and half-widths
(C) are shown. Di,
Dii, An example of an electrical connection between an
EIN and a motor neuron. Notice that the chemical component varies, but
the electrical component is constant. The chemical but not electrical
component was blocked by cadmium (200 µM).
E, An example of a connection in which EIN stimulation
at 20 Hz consistently evoked spikes in the postsynaptic motor neuron.
F, The relationship of the coefficient of variation to
the initial EPSP amplitude. Each symbol represents a single
connection.
|
|
In a small proportion of connections (n = 8),
EIN-evoked EPSPs reliably evoked spikes in the postsynaptic motor
neuron (Fig. 1E). All cells were held at resting
potentials of between
65 and
70 mV, and thus spiking was not caused
by a relatively depolarized membrane potential in some motor neurons.
The EPSP amplitude, measured by hyperpolarizing the motor neuron by
10-20 mV to prevent spiking, was significantly larger at connections
in which spikes were evoked (2.1 ± 0.20 mV; p < 0.05; n = 6) than the overall mean EPSP amplitude
(1.5 ± 0.05 mV). However, this could reflect the influence of the
relatively hyperpolarized membrane potential on the EPSP. Also, because
EPSPs larger than 2.1 mV did not necessarily evoke spikes, the EPSP
amplitude alone cannot account for the spiking. There was no
significant difference in the rise times of EPSPs that did or did not
evoke spikes (3.2 ± 0.7 msec, n = 6, and 3.7 ± 0.18 msec, n = 100, respectively), and thus the
inputs presumably did not differ in their location relative to the
postsynaptic spike-initiating zone. In one experiment, spikes were
evoked by two of three EINs that converged onto a single motor neuron.
Because the probability of finding EINs that evoked spikes was low
(~3%), this suggests that spiking reflected a property of the
postsynaptic motor neuron.
Although their basic properties varied, a constant property of EIN
inputs to motor neurons was that they were very reliable; EPSP failures
were absent in normal Ringer's solution (my unpublished observations).
Although EPSPs did not fail, the amplitude of successive low-frequency-evoked EPSPs could fluctuate. The coefficient of variation (CV) (SD/mean) of low-frequency-evoked EPSPs
ranged from 0.06 to 0.94 (n = 169). EPSPs of >1.5 mV
had lower CVs (0.14 ± 0.05) than EPSPs of <1.5 mV (0.27 ± 0.07), although the variability, particularly of small EPSPs, weakened
the relationship between the EPSP amplitude and CV
(r2 = 0.12).
Plasticity over spike trains
In a previous analysis of the activity-dependent plasticity of EIN
inputs to motor neurons, EPSPs usually depressed over spike trains
(Parker and Grillner, 2000
). However, the onset of depression over the
train could vary, and facilitation occurred in a proportion of
connections. The small sample size (n = 27) (Parker and
Grillner, 2000
) prevented the significance of this variability from
being examined. This has now been possible with the large number of connections obtained here.
There were four responses over spike trains: depression, facilitation,
biphasic, and unchanged (no significant plasticity over the train)
(Fig. 2). As in the previous analysis,
depression was the usual effect at 20 Hz, where it was seen in 103 of
225 connections (46%). The depression reached a plateau at ~60% of control between the 10th and 20th spikes in the train. Facilitation occurred in 61 connections (27%). It developed to its maximum level of
~160% of control by the second spike in the train. It was maintained
at this level over Train6-10, but some recovery (between 10-20%) occurred later in the train. Biphasic responses (n = 33 of 225) consisted of an initial facilitation to
~120% of control over Train2-5 and depression
to 75% of control over Train10-20. There was no
significant plasticity in 26 connections (12%).

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Figure 2.
The plasticity of EIN inputs over trains of 20 spikes at 5-20 Hz. Graphs show summed data at depressing
(A), facilitating (B),
biphasic (C), and unchanged connections
(D). Insets on the graphs show examples of each
type of plasticity over the first five spikes during a 20 Hz spike
train.
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|
Depression was marginally the most frequent effect at 10 Hz (34%
depressed, 33% unchanged, 18% facilitated, 15% biphasic; n = 134). Facilitation developed to 160% of control by
the second spike, with modest recovery occurring again later in the
train. Biphasic connections facilitated to ~130% of control before
depressing over Train6-10 to reach a plateau of
70% of control.
At 5 Hz, 52% of connections depressed, 27% were unchanged, 13%
facilitated, and 8% were biphasic (n = 97). Peak
facilitation to 150% of the initial EPSP was reached by the third
spike in the train (Fig. 2B). Biphasic connections
facilitated to 110% of control before depressing over
Train6-10 to reach depression of 60% of control.
The same type of plasticity was usually evoked when single connections
were examined at each frequency (n = 69 of 95).
Relatively consistent features in connections where the plasticity
differed at different frequencies were facilitation at 10 and 20 Hz but depression or no plasticity at 5 Hz (n = 6), and
depression at 20 Hz but unchanged responses at 10 and 5 Hz
(n = 4).
Significant depression or facilitation occurred over
Train2-5 (p < 0.05)
(Fig. 2A,B). The plasticity could
thus develop during network activity and influence the patterning of
the network output (Buchanan and Cohen, 1982
; Buchanan and Kasicki,
1995
). Overall, where depression occurred the plateau level was
significantly greater (p < 0.01) at 10 Hz
(46 ± 3%) than at 20 or 5 Hz (66 ± 4 and 64% ±3% of
control, respectively) (Fig. 2A). There was no frequency-dependent difference in the peak facilitation, although at 5 Hz it did not reach a stable plateau (Fig. 2B). The
peak facilitation and depression at biphasic connections did not differ significantly at different frequencies (p > 0.05) (Fig. 2C).
The initial EPSP amplitude was significantly larger at depressing
connections (1.66 ± 0.11 mV) than at facilitating (1.08 ± 0.1 mV), biphasic (1.10 ± 0.13 mV), or unchanged connections (0.96 ± 0.08 mV; p < 0.05; one-way ANOVA).
Differences in EPSP rise times and half-widths were not associated with
different forms of plasticity (p > 0.05;
ANOVA). Activity-dependent changes in rise time and half-width were
studied in 23 pairs in which EPSPs were free of stimulus artifacts.
Because depression was the usual effect (n = 18 of 23),
only depressing connections were examined. The half-width and rise time
were usually unchanged over spike trains (n = 14 of
18), but in four connections the half-width was reduced at 20 Hz (data
not shown).
Convergence and divergence
These results show that monosynaptic EIN-evoked EPSPs in motor
neurons differ in their properties and plasticity. This is a common
finding at spinal and supraspinal synapses (Koerber and Mendell, 1991
;
Markram et al., 1998
; Thomson, 2000
). The variability may reflect
differences in presynaptic properties, for example, release probability
or the available synaptic resources, or postsynaptic properties such as
receptor desensitization or voltage-dependent dendritic conductances
(see below). In spinal and supraspinal systems, convergent inputs onto
single postsynaptic cells are often similar, whereas divergent outputs
from single cells can differ in different postsynaptic targets (Koerber
and Mendell, 1991
; Markram et al., 1998
). This suggests that the
postsynaptic cell determines the presynaptic release properties. As an
initial step in the analysis of the variability of EIN inputs, the
properties of divergent and convergent connections were examined.
In a previous analysis using triple intracellular recordings, divergent
inputs from a single EIN to two motor neurons were rare
(n = 2 of 21) (Parker and Grillner, 2000
). Although the
number of triple recordings has been increased more than twofold, the proportion of EINs that made divergent connections onto both
postsynaptic motor neurons was approximately the same
(n = 5 of 47 triple recordings). The initial EPSP
amplitude evoked by a single EIN in two postsynaptic motor neurons
could vary markedly (range, 0.37-2.5mV), in one case by a factor of
three. In three of the five divergent connections the plasticity during
the train was similar in the two postsynaptic cells, but in two of five
the initial EPSP amplitude and plasticity differed (data not shown).
The small sample size makes it difficult to make definite conclusions
about the properties of divergent connections.
In contrast to divergence, convergent EIN inputs from two or more EINs
to a single motor neuron were common. Up to seven EINs could connect to
a single motor neuron (n = 44). This does not necessarily reflect the maximum number of convergent inputs a motor
neuron can receive, but the number found before a motor neuron
recording was lost. There were varying patterns of convergent inputs.
The initial EPSP amplitude and plasticity over the train could differ
(Fig. 3Ai,Aii);
both the initial EPSP amplitude and plasticity could be the same (data
not shown); the initial EPSP amplitude could differ, but the plasticity
over the train was the same (Fig. 3Bi,Bii); the
initial EPSP amplitude was similar, but the plasticity differed (Fig.
3Ci,Cii); and both the initial EPSP amplitude and
plasticity could differ, but in this case the different plasticity
equalized the input during the spike train (Fig.
3Di,Dii).

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Figure 3.
The properties of convergent EIN inputs to single
motor neurons. The graphs and traces show inputs made by two different
EINs onto a single motor neuron. Ai, Aii,
Two convergent inputs to a single motor neuron in which the initial
EPSP amplitude and plasticity differed. Bi,
Bii, Convergent inputs in which the same type of
plasticity developed from different initial EPSP amplitudes.
Ci, Cii, Convergent inputs that evoked
different plasticity from two EPSPs with similar initial amplitudes.
Di, Dii, Convergent inputs where EPSPs
with different initial amplitudes and plasticity resulted in the input
equalizing during the spike train.
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The initial amplitude and plasticity of convergent EIN inputs to single
motor neurons can thus vary. This suggests that the presynaptic EIN and
not the postsynaptic motor neuron essentially determined the properties
of the synapse. Importantly, the properties of convergent inputs to
single motor neurons show that the synaptic variability is not simply
related to differences between animals, experiments, or inputs to
different classes of motor neurons (Rovainen, 1979
; Wallén et
al., 1985
), but that it is an intrinsic property of the locomotor network.
Locus of plasticity
Although postsynaptic voltage, AMPA receptor desensitization, or
properties or the presynaptic action potential do not contribute to the
plasticity of EIN inputs (Parker, 2000b
; and my unpublished observations), the locus of the plasticity is unknown. It has been
investigated here by examining changes in the mean quantal content
(m) over PP responses using the inverse of the coefficient of variation (m = 1/CV2)
(Malinow and Tsien, 1990
; Selig et al., 1995
). The
CV
2 of the
second EPSP should be reduced relative to the
CV
2 of the
initial EPSP (EPSP1) if PP depression is caused
by a presynaptic reduction of transmitter release (reduced
m), but increased relative to the
CV
2 of
EPSP1 if PP facilitation is associated with
increased transmitter release (increased m).
The PP CV
2
was increased relative to the control
CV
2 in 38 of 46 facilitating connections at 20 Hz (83%) (Fig.
4A), in 20 of 24 connections at 10 Hz (83%) (Fig. 4B), and in 11 of
13 connections at 5 Hz (85%) (Fig. 4C). These results
essentially support a presynaptic increase in the mean quantal content
(m) during facilitation. At depressing connections, the PP
CV
2 was
reduced relative to the control
CV
2 in 43 of 85 connections (51%) at 20 Hz (Fig. 4A), in 59 of
92 connections at 10 Hz (64%) (Fig. 4B), and in 63 of 85 (74%) connections at 5 Hz (Fig. 4C). Only 50% of the
connections at 20 Hz thus showed the reduced
CV
2
expected of presynaptic depression, although the proportion increased at lower stimulation frequencies.

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Figure 4.
Examination of the locus of plasticity using the
CV 2. Graph showing the
relationship of the CV 2
(CV 2PP/CV 2Init)
to paired pulse plasticity
(EPSP2/EPSP1) at 20 Hz
(A), 10 Hz (B), and 5 Hz
(C). Each symbol represents a single
connection. With a presynaptic mechanism the
CV 2PP/CV 2Init
should increase with facilitation but reduce with depression. As can be
seen from the graphs, facilitation tended to follow a presynaptic
mechanism. However, with depression the response was more variable, and
at higher frequencies there was an increase in the number of responses
in which the
CV 2PP/CV 2Init
increased with depression. The increase in the
CV 2 with depression was not
removed by correcting for the effect of driving force resulting from
the initial EPSP (D) but was reduced in
low-calcium Ringer's solution (E).
F, Graph showing the
CV 2PP/CV 2Init
at depressing connections in control, after correcting for driving
force, and in low-calcium Ringer's solution. G, Example
trace showing a significant polysynaptic inhibitory input evoked in a
motor neuron by EIN stimulation.
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An increased
CV
2 would
paradoxically suggest an increase in the mean quantal content during
depression. However, it could also reflect a change in postsynaptic
responsiveness (Malinow and Tsien, 1990
). Depression is not associated
with AMPA receptor desensitization (Parker, 2000b
), and because
the input depresses the reduced EPSP, variability cannot be accounted
for by the saturation of postsynaptic receptors. These features suggest
against a change in the properties of postsynaptic glutamate receptors.
Depressing connections in which the
CV
2
increased tended to have relatively large EPSP amplitudes (mean 1.96 ± 0.53 mV). A larger postsynaptic conductance can reduce the
variability of subsequent PSPs in a train, thus accounting for the
increased
CV
2 with
depression (McLachlan and Martin, 1981
). The effect of the synaptic
conductance was compensated for using the correction factor of
McLachlan and Martin (1981)
. Assuming a quantal value of 0.12 mV (see
below), resting membrane potentials of between
60 and
70 mV, and
EPSP amplitudes of 3-4 mV, the upper range of EIN-evoked inputs, the
correction added 0.05-0.1 mV to successive EPSPs in the train
(n = 14). Although this reduced the
CV
2, it was
not sufficient to remove the increased
CV
2 with
depression (Fig. 4D,F).
As synapses are examined in an intact network, evoked inputs can occur
on a certain amount of background synaptic noise. In quantal analyses
this noise reduces the EPSP variability and could thus also account for
the increased
CV
2 with
depression. The baseline synaptic noise should be the same at all
frequencies and thus would not account for the frequency dependence of
the increased
CV
2 with
depression. In some cases, however, EIN stimulation resulted in
frequency-dependent polysynaptic inhibitory and excitatory inputs (an
example is shown in Fig. 4G). This presumably reflects the
feedforward activation of neurons that converged onto the postsynaptic
cell. These inputs would not be accounted for by the correction factor
used above. Although connections with obvious polysynaptic inputs were
not included in the analysis (n = 26) (my unpublished
observations), it was possible that in some cases a reduced
polysynaptic input was present that increased the background synaptic
noise and affected the evoked EPSP. This possibility was examined using
low-calcium Ringer's solution. This Ringer's solution reduced the
amplitude of the evoked EPSP by ~50% and blocked polysynaptic inputs
(my unpublished observations), presumably by preventing EIN-evoked
EPSPs from reaching spike threshold in interposed neurons. Low-calcium
Ringer's solution usually reduced the depression, and in some cases
converted it into facilitation (Parker, 2000b
). Only connections in
which depression still occurred were examined. Low-calcium Ringer's
solution reduced the number of connections in which the
CV
2 was
increased, and overall depression was associated with a reduction in
the CV
2
(n = 9) (Fig.
4E,F). This effect could not
be accounted for by the reduced depression in low-calcium Ringer's
solution, because this would increase the
CV
2. It
instead suggests that the depression was mediated presynaptically, but
that polysynaptic inputs to the postsynaptic cell can influence the
EPSP variability.
The influence of the initial EPSP amplitude on plasticity
The activity-dependent plasticity of EIN inputs thus appears to be
mediated presynaptically. Presynaptic influences on plasticity are
often associated with differences in the initial release probability (Zucker, 1989
). There was previously a weak relationship between the
initial EPSP amplitude (assumed to reflect release probability) and the
plasticity of EIN inputs (Parker, 2000b
). However, as with the
plasticity over spike trains (see above), this relationship could have
been influenced by variability in the small sample size. The influence
of the initial EPSP amplitude on plasticity was thus reexamined.
Overall, plasticity was negatively related to the initial EPSP
amplitude, the relationship expected of a release probability-dependent mechanism (Fig. 5A) (Zucker
and Regehr 2002
). However, r2
values were low at all frequencies and all parts of the train (0.16 ± 0.03; range, 0.03-0.27), again suggesting a weak
influence of the initial EPSP amplitude on plasticity (Waldeck et al.,
2000
).

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Figure 5.
The relationship of PP plasticity
(EPSP2/EPSP1) to the initial EPSP
amplitude. A, Graph showing PP plasticity at different
frequencies. For clarity only PP plasticity with values of <2.5 is
shown. B, The relationship of PP plasticity to the
initial EPSP amplitude is shown at 20 Hz, when connections that show an
inverse relationship between initial EPSP amplitude and plasticity (P1
connections, ) are plotted separately to connections that
have PP plasticity positively related to EPSP amplitude (P2
connections, ). Notice that above 2 mV the EPSP was not related to
PP plasticity in either type of connection. The inset shows sample
traces of paired-pulse plasticity from P1 and P2 connections at 20 Hz.
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The low r2 values reflected the
development of facilitation and depression from both small and large
initial EPSPs. To examine further the relationship between the initial
EPSP amplitude and plasticity, connections in which the plasticity was
positively related to the EPSP amplitude (i.e., small depressing and
large facilitating connections) were removed from the grouped data and plotted separately. Only PP responses were examined. At 20 Hz, 110 of
252 pairs (44%) were removed (Fig. 5B). Of these, 74 (67%) were EPSPs of >1 mV that facilitated. The remainder were small (<1
mV) depressing EPSPs. At 10 Hz, 86 pairs were removed and plotted
separately (44%). Of these, 76 (88%) were facilitating EPSPs of >1
mV (data not shown). At 5 Hz, 76 pairs were removed and plotted
separately (39%), of which 69 (91%) were large initial EPSPs that
facilitated (data not shown).
Separating the connections in which plasticity was positively or
negatively related to the initial EPSP amplitude not surprisingly resulted in higher r2 values
over the different regions of the train (P1, 0.28 ± 0.03, range,
0.16-0.42; P2, 0.39 ± 0.09, range, 0.06-0.77). However, with
EPSPs of >2 mV there was a reduced range of plasticity and little
influence of the initial EPSP amplitude over a 2 mV range in both
groups (Fig. 5B). The different responses at connections in
which plasticity was negatively or positively related to the initial
EPSP amplitude presumably reflect differences in the synaptic properties at these connections. For convenience, in the subsequent analysis connections in which plasticity was negatively related to the
initial EPSP amplitude (i.e., small facilitating and large depressing
EPSPs) will be termed P1, and those in which there was a positive
relationship (small depressing and large facilitating EPSPs) will be
termed P2.
Variance-mean analysis of synaptic properties
The basic properties and plasticity of EIN-evoked EPSPs thus
varied, suggesting that EINs do not form a functionally homogenous interneuron population. The plasticity appears to mostly be mediated presynaptically. Differences between connections should thus be reflected in differences in their presynaptic release properties. These
properties are usually examined using a quantal analysis. However, this
analysis can be difficult to apply at central synapses (Korn and Faber,
1992
). Discrete peaks in histograms of EIN-evoked EPSP amplitudes
indicative of quantal transmission were lacking (my unpublished data).
This could reflect the influence of electrical or synaptic noise on
EPSP measurements or the location of inputs at varying distances from
the soma. A technique for examining synaptic parameters that is less
sensitive to the effects of recording noise and makes fewer assumptions
about synaptic properties has recently been introduced (Clements and
Silver, 2000
). This method examines the PSP variance and mean under
conditions of altered release probability (V-M analysis). At low
release probabilities fewer sites release transmitter, and the EPSP
amplitude and variance are reduced. At high release probabilities
almost all sites release transmitter. This increases the EPSP amplitude
but again reduces the variance. At intermediate release probabilities
the number of sites that release transmitter fluctuates from trial to
trial. This results in intermediate EPSP amplitudes and an increased variance. The relationship of the variance to the mean at different release probabilities can be approximated by a parabola (Clements and
Silver, 2000
): y = Ax
Bx2, where y is the PSP
variance and x is the mean amplitude. A and B are free parameters that are adjusted to optimally fit the
parabola to the V-M data. The quantal amplitude
(qw), release probability (pw), and number of release sites
(nmin) can then be calculated as:
qw = A/(1 + CV2), pw = x(B/A)(1 + CV2), and nmin = 1/B, where qw and
pw are weighted averages, i.e., they
emphasize terminals with larger quantal amplitudes and release probabilities, and nmin is the minimum
number of release sites.
Release probability was altered by changing Ringer's solution calcium
levels or by using cadmium to block calcium entry. In the best cases
(n = 3), two low (50 and 75%) and two high (150 and
200%) calcium Ringer's solutions could be used before a recording was
lost, but usually only 50 and 200% calcium Ringer's solution could be
used (n = 26). At least 100 EIN-evoked EPSPs were
evoked at a frequency of 0.2 Hz under each condition (Fig.
6A). Stimulation at
this frequency did not usually evoke any plasticity (Fig.
6B), but if this occurred (n = 3) the
connection was not included in the analysis.

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Figure 6.
Variance-mean analysis of EIN synaptic
transmission. A, Traces showing 100 EIN (top traces) or
reticulospinal (bottom traces)-evoked EPSPs (evoked at 0.2 Hz) in
control and in high- and low-calcium Ringer's solution.
B, Graph showing EPSP amplitudes over the stimulation
train in different calcium levels ( , control; , high calcium;
, low calcium). C, Plot of the EPSP variance against
the EPSP mean in control and in high- and low-calcium Ringer's
solution. Di-Diii, Histograms of the
qw,
Nmin, and
pw of EIN and reticulospinal (RS)
inputs to motor neurons. Histograms showing the quantal amplitude
(qw) (Ei),
minimum number of release sites (Nmin)
(Eii), and release probability
(pw,)
(Eiii) at facilitating and depressing EIN
connections.
|
|
The mean quantal amplitude (qw) was
0.12 ± 0.01 mV (range, 0.06-0.22 mV; n = 29)
(Fig. 6Di). This is less than half the amplitude of
TTX-resistant miniature EPSPs (mEPSPs) (range, 0.3-0.55 mV) (Parker,
2000c
). The discrepancy may reflect the difficulty in identifying
mEPSPs of ~0.1 mV in the baseline recording noise. In addition,
TTX-resistant mEPSPs are clearly seen in only a proportion of
experiments (approximately one in seven) and could represent spontaneous release from a specific population of synapses. The minimum
number of release sites (nmin) was 25 ± 3 (range, 16-48; n = 15) (Fig.
6Dii), and the release probability
(pw) was 0.46 ± 0.05 (range,
0.32-0.73; n = 15) (Fig. 6Diii).
These values of nmin and
pw give a mean quantal content
(m = nminpw) of 11 (range, 5-35). With a quantal amplitude of 0.12 mV, this value of
m gives a mean EPSP of 1.32 mV (range, 0.6-4.2 mV). This
approximates the mean and range of all evoked EPSPs (1.50 mV; range,
0.32-4.2 mV; see above).
The pw ranged from moderate (0.32) to
relatively high values (0.73). However, the evidence suggests a wider
range of pw than this. First, in some
cases the relationship of the EPSP mean to variance was linear
(n = 14). In these cases only
qw can be determined (Clements and Silver,
2000
). Although pw cannot be calculated, a
linear relationship reflects a low release probability (<0.3) (Clements and Silver, 2000
). Second, high-calcium Ringer's solution, which should increase the release probability, failed to increase the
EIN-evoked EPSP amplitude in some connections (n = 9 of
42). The lack of effect of high calcium on the EPSP amplitude suggests that the release probability was already high at these connections (see
below) (Murthy et al., 1997
) and presumably greater than the maximum
pw of 0.73 obtained in the V-M analysis.
To determine the role of synaptic properties in the plasticity of EIN
inputs, the qw,
pw, and nmin
were compared at depressing and facilitating connections. The
qw was 0.08 ± 0.01 mV at depressing connections and 0.10 ± 0.04 mV at facilitating connections (Fig. 6Ei). The nmin was
23.5 ± 2.1 at depressing connections and 28.3 ± 10 at
facilitating connections (Fig. 6Eii). The
pw was 0.67 ± 0.1 at depressing
connections and 0.32 ± 0.08 at facilitating connections (Fig.
6Eiii). Only pw differed
significantly between depressing and facilitating connections
(p < 0.05), suggesting that, as in other
systems (Zucker, 1989
; Thomson, 2000
), activity-dependent synaptic
plasticity is influenced by the presynaptic release probability. Interestingly, high-calcium Ringer's solution had a smaller
potentiating effect on the EPSP amplitude at depressing connections
(126 ± 11% of control) than at facilitating connections
(247 ± 19% of control; data not shown), supporting the
suggestion above that the absence of a potentiating effect of
high-calcium Ringer's solution on the EPSP amplitude reflects the
influence of a high initial pw.
For comparison with EIN-evoked EPSPs, glutamatergic inputs from
reticulospinal axons to motor neurons were also examined using a V-M
analysis (Fig.
6A,Di-Diii)
(n = 9). The qw of
reticulospinal inputs was 0.14 ± 0.04 mV (range, 0.03-0.23;
n = 9). This is a mean and range similar to that of the
EINs and thus suggests that reticulospinal axons are not the source of
larger TTX-resistant mEPSPs (see above). The
pw was less than the EINs (0.38 ± 0.025; range, 0.33-0.49; n = 6). In three connections
the V-M relationship was linear, again suggesting release
probabilities of <0.3. However, high-calcium Ringer's solution
potentiated reticulospinal-evoked EPSPs in every case
(n = 9 of 9), suggesting a reduced upper range of
pw compared with the EINs. Finally, the
mean number of release sites (nmin) was
greater than at the EINs (85 ± 56; range, 12-250; n = 6), and consequently the mean quantal content
(m = nminpw) was larger
(32; range, 5-95). With a quantal amplitude of 0.14 mV, evoked EPSP
amplitudes could theoretically range from 0.7 to 13.3 mV. This is a
much greater range than EIN EPSPs. It is consistent with the
observation that reticulospinal inputs typically have larger amplitudes
than EIN-evoked EPSPs, although the theoretical upper range is greater
than that observed experimentally (observed range, 0.57-8.5 mV) (my
unpublished observations).
Number of available synaptic vesicles
The difference in pw at facilitating
and depressing connections could account for the negative relationship
between the initial EIN-evoked EPSP amplitude and plasticity at P1
connections. A high pw will release a
large proportion of the available transmitter store. This will result
in a large initial EPSP that could subsequently depress because of
transmitter depletion. A low initial pw
will release less transmitter. It will thus evoke a smaller initial EPSP but could provide the potential for a subsequent increase in
pw and facilitation over the train
(Zucker, 1989
). Although consistent with the plasticity at P1
connections, release probability alone cannot account for the
plasticity at P2 connections, where large initial EPSPs (presumed high
release probability) facilitate and small initial EPSPs depress.
The release probability acts on or is influenced by the available
synaptic resources (Schikorski and Stevens 1999
; Zucker and
Regehr, 2002
). To examine whether differences in synaptic resources contributed to the variable properties of EIN-evoked EPSPs, the number of available synaptic vesicles was examined using the
model of Wang and Zucker (1998)
. This model is based on the depression
of synaptic inputs. It assumes two vesicle pools, available or
unavailable. The available pool includes release-ready and reserve
vesicles. Depression is assumed to be caused by the depletion of this
pool. The number of vesicles in the available pool
(Nves) is given by:
Vo2
d/q(Vo
V
), where Vo is the
initial EPSP amplitude,
d is the inverse rate constant of
EPSP decay (expressed as the number of presynaptic spikes needed for
the EPSP to drop to 1/e of the initial value), q is the mean
quantal amplitude, and V
is the EPSP amplitude at the
plateau level of depression (Fig.
7A).

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Figure 7.
The releasable vesicle pool size in EINs.
A, Graph showing the depression of an EIN-evoked EPSP
in a single connection, illustrating the parameters used to estimate
the available vesicle numbers. B, Histogram showing
vesicle numbers in all depressing connections and in P1 and P2
connections. The estimated releasable vesicle pool was significantly
larger at P1 than at P2 connections.
|
|
With the quantal amplitude of 0.12 mV estimated from the V-M analysis,
the mean number of available vesicles at these connections was 257 ± 92 (range, 34-954; n = 57) (Fig. 7B).
There was no significant difference between the number of available
vesicles calculated from depression at 5, 10, or 20 Hz
(p > 0.05; one-way ANOVA). This is expected,
because the stimulation frequency should not affect basal vesicle
numbers. However, the model assumes the absence of activity-dependent
replenishment, which may not be the case at connections between EINs
and motor neurons (Parker, 2000b
). Activity-dependent replenishment
will reduce the plateau level of depression (V
) caused by
depletion, thus resulting in an overestimation of the number of
available vesicles. Whereas there was no overall difference in vesicle
numbers at different frequencies, the estimated number of vesicles was
greatest at 20 Hz in nine pairs (data not shown), which could reflect
the influence of activity-dependent replenishment (Parker, 2000b
).
The number of available vesicles varied 30-fold between different
connections. To determine whether this variability was related to
functional differences in synaptic properties, the number of vesicles
was compared at depressing P1 and P2 connections (Fig. 7B).
Depressing P1 connections had significantly more vesicles (374 ± 70; p < 0.05; n = 38) than depressing
P2 connections (175 ± 33; n = 19). Although there
was a twofold difference in the size of the available vesicle pool, in
connections where a V-M analysis was also performed the
pw was similar at both types of connection
(P1, depressing pw = 0.63, n = 3; P2, depressing pw = 0.56, n = 4).
 |
Discussion |
This study shows variable properties at an individual synapse in
the lamprey spinal cord. The variability occurred at convergent inputs
onto single motor neurons and is thus an intrinsic network property.
Small sample sizes in previous analyses prevented synaptic variability
from being examined. Large sample sizes are thus required if synaptic
properties are to be examined in detail. Although possible at
interneuron connections onto motor neurons, this will be difficult at
connections between network interneurons where stable recordings are rare.
The analysis has been performed only in quiescent preparations. It is
possible that activity-dependent synaptic properties are altered during
network activity, for example, as a result of rhythmic presynaptic
inputs (Alford et al., 1991
). At some point, activity-dependent
synaptic plasticity will have to be examined during network activity.
However, these experiments are complicated by the difficulty in
separating the synapse under study from other convergent inputs onto
the postsynaptic cell (my unpublished observations).
EPSP properties and plasticity
EIN-evoked EPSPs are reliable and essentially never fail. However,
EPSP amplitudes, rise times, half-widths, and plasticity differed
between connections. These properties were weakly correlated, suggesting a potential continuum of functional properties that could
influence the strength and integration of synaptic inputs. Further
variability is suggested by the presence of electrical components in
some connections and the ability of some EINs to reliably evoke
postsynaptic spikes.
For plasticity to influence network activity it must occur over
Train2-5 (Buchanan and Cohen, 1982
; Buchanan and
Kasicki, 1995
). Although its onset could vary between connections,
significant depression or facilitation usually occurred over
paired-pulse responses (Fig. 2A,B)
and could thus influence the patterning of the network output. The
early development of plasticity in this study contrasts with the
previous analysis in which significant plasticity in the grouped data
occurred only over Train6-10. The delayed onset
to plasticity in the previous analysis presumably reflected the
influence of variability in the small data set (Parker and Grillner,
1999
).
Plasticity mechanisms
Depression and facilitation could develop from small and large
initial EPSPs. Plasticity could thus be negatively or positively related to the initial EPSP amplitude (P1 and P2 connections, respectively). Despite the weak relationship between the initial EPSP
amplitude and plasticity in the grouped data, release probability could
account for the properties of P1 and P2 connections.
The measured pw ranged from 0.3 to 0.73, although there is evidence to suggest that it extends above and below
this range (Hanse and Gustafsson, 2001
). As in many systems (Zucker,
1989
; Thomson, 2000
), the pw was larger at
depressing than at facilitating connections. This could account for the
negative relationship between the initial EPSP amplitude and plasticity
at P1 connections: a high release probability will evoke a larger
initial EPSP that subsequently depresses, possibly caused by depletion,
whereas a low release probability will evoke a smaller initial EPSP
that has the potential to facilitate (Zucker, 1989
; Thomson, 2000
).
Release probability alone cannot account for the positive relationship
between the EPSP amplitude and plasticity at P2 connections, where
facilitating (presumed low release probability) connections have large
initial EPSPs and depressing (presumed high release probability)
connections have small initial EPSPs. The difference between P1 and P2
connections appears to reflect an interaction between release
probability and the available transmitter store. The size of the
available vesicle pool was examined using the model of Wang and Zucker
(1998)
. This model could be applied only to depressing connections.
Although Wang and Zucker (1998)
applied it to the depression that
followed initial facilitation, this was not possible here, because
facilitation does not decay into depression over the trains used. The
model also assumes that release and replenishment occur at constant
rates. This is probably not valid for the EINs, because replenishment
is activity and calcium dependent (Parker, 2000b
). This replenishment
mechanism could reduce depression during spike trains and thus result
in an overestimation of the vesicle pool size. Despite these caveats,
the estimated vesicle pool obtained using this model could account for
some of the differences between P1 and P2 connections. P1 connections had a larger available vesicle pool than P2 connections. The size of
the available vesicle pool has been suggested to influence the release
probability (Schikorski and Stevens 1999
) (but see Xu-Friedman et al.,
2001
; Millar et al., 2002
). However, the
pw was similar at depressing P1 and P2
connections. The twofold difference in the available vesicle pool but
similar pw at P1 and P2 connections suggests that pool size does not influence the EIN release probability. Assuming that pw reflects the release of a
proportion of the available transmitter store (Zucker and
Regehr, 2002
), the large proportion of vesicles released on the initial
EPSP at depressing P1 and P2 connections could deplete the pool and
cause subsequent depression. However, the difference in the size of the
available vesicle pool means that depression will develop from a larger
initial EPSP at P1 connections than at P2 connections. A similar effect
could account for the facilitation at P1 and P2 connections, but in this case P2 connections, where the initial EPSP amplitude is relatively large, would be expected to have the larger vesicle pool.
Interacting influences on network synaptic transmission
An interaction between the release probability and the available
vesicle pool thus presynaptically influences the EPSP amplitude and
plasticity. There is also evidence that suggests that postsynaptic properties could also influence the integration of synaptic inputs. For
example, the
CV
2
analysis suggests that synaptic noise evoked by polysynaptic inputs
during spike trains influenced the synaptic variability. This could be
equivalent to stochastic resonance and may increase signal detection or
reduce the influence of the location of the synaptic inputs (Stacey and
Durand, 2001
). The ability of some EIN inputs to evoke spikes also
appears to reflect a postsynaptic property.
Network interneurons generate repetitive bursts of spikes during
swimming. As a result, the replenishment of transmitter stores will
also influence transmission over repetitive spike bursts. The summed
depolarization over a train of five spikes, the upper number of spikes
during a locomotor burst (Buchanan and Cohen, 1982
; Buchanan and
Kasicki, 1995
), is ~5.8 mV at depressing connections and 8.5 mV at
facilitating connections. Over the range of quantal amplitudes
determined here (0.06-0.22 mV), this requires the release of between
26 and 97 vesicles (10-38% of the mean available vesicle pool) at
depressing connections and between 39 and 142 vesicles (15-55% of the
mean pool) at facilitating connections. A large proportion of the
vesicle pool could thus be released during a single locomotor burst,
and without replenishment total depletion will occur after several
bursts or within ~10 sec at low burst frequencies. This depletion is
prevented by an activity- and calcium-dependent replenishment mechanism
that is activated over Train2-5 (Parker, 2000b
;
and my unpublished observations).
Presynaptic influences during an episode of network activity will thus
reflect an interaction between the release probability, the size of the
available transmitter store, and the efficiency of transmitter
replenishment. For example, decreasing the release probability by
modulating calcium entry will reduce the initial EPSP amplitude and
consequently reduce depression caused by depletion. Increasing the
release probability could release a larger proportion of the available
transmitter store, which will result in an increase in the initial EPSP
amplitude and enhance depression caused by depletion. Because
replenishment appears to be coupled to calcium entry and transmitter
release (Parker, 2000b
), it could maintain transmission at a set level
by compensating for variations in the proportion of transmitter
released from the available store. However, changing the ratio of
release to replenishment will affect the size of the available
transmitter store and thus alter synaptic properties over spike bursts.
For example, increasing calcium entry will have little effect on
connections with high initial release probabilities, but if
calcium-dependent replenishment were enhanced, the size of the
available transmitter pool would be increased, and a depressing P2
connection would be converted into a depressing P1 connection.
Function of interneuron variability
Synaptic properties vary at synapses made between different
classes of interneurons in the lamprey spinal cord (Parker, 2000a
). This is a common property of network synapses (Thomson, 2000
). Variability has now also been shown at a single class of synapse. EIN
inputs to motor neurons ranged from functionally strong (reliably evoked postsynaptic spikes) to weak (small depressing EPSPs). Function
thus cannot be inferred from the anatomy, axonal projections, or
transmitter content of interneurons (Gupta et al., 2000
; McBain and
Fisahn, 2001
). The variability could reflect the modulation of
properties in a homogenous interneuron pool or a heterogeneous population of interneurons with different functional roles.
The properties of synapses made between different classes of network
interneurons could contribute to the specific role that these neurons
have in patterning network activity. The variability at individual
connections could instead provide an intrinsic mechanism for modifying
the network output (Aradi and Soltesz, 2002
). For example, the
selection of different functional types of EINs will alter the
excitatory drive to the network and thus modify the network output. The
variation in EIN synaptic properties could also contribute to
state-dependent influences on the plasticity of EIN transmission.
Mechanisms that increase the release probability will have little
effect on the initial EPSP amplitude at connections where the release
probability is already high, but by influencing the available synaptic
resources, the input during spike bursts could be altered. An effect of
this sort could provide a basis for the metaplasticity of EIN-evoked
synaptic transmission (Parker, 2000a
).
 |
FOOTNOTES |
Received Dec. 2, 2002; revised Jan. 22, 2003; accepted Jan. 28, 2003.
This work was supported by a Royal Society University Research
Fellowship and grants from the Biotechnology and Biological Sciences
Research Council and Wellcome Trust.
Correspondence should be addressed to David Parker, Department of
Zoology, Cambridge University, Downing Street, Cambridge CB2 3EJ, UK.
E-mail: djp27{at}cam.ac.uk.
 |
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