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The Journal of Neuroscience, November 15, 2002, 22(22):9661-9667
Inverse Relationship between Release Probability and Readily
Releasable Vesicles in Depressing and Facilitating Synapses
Andrew G.
Millar,
Haymo
Bradacs,
Milton P.
Charlton, and
Harold L.
Atwood
Department of Physiology, University of Toronto, Toronto, Ontario,
Canada M5S 1A8
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ABSTRACT |
We tested the hypothesis that the probability of vesicular
exocytosis at synapses is positively correlated with the pools of
readily releasable synaptic vesicles, as shown for mammalian neurons
grown in tissue culture. We compared synapses of two identified glutamatergic neurons: phasic (high-output, depressing) and tonic (low-output, facilitating) crustacean motor neurons, which differ 100- to 1000-fold in quantal content. Estimates of vesicles available for
exocytosis were made from depletion during forced release and from
electron microscopic observation of vesicles docked at synaptic
membranes near active zones. Both measurements showed a significantly
larger pool of readily releasable vesicles in facilitating synapses,
despite their much lower quantal output during stimulation. Thus, the
probability for release of docked vesicles is very much lower at
facilitating synapses, and the presence of more docked vesicles does
not predict higher synaptic release probability in these paired
excitatory neurons.
Key words:
quantal content; glutamatergic; phasic; tonic; rapid
depletion; synaptic differentiation; release probability; presynaptic; exocytosis; crustacean
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INTRODUCTION |
The strength of synaptic
transmission often differs among inputs to an innervated target in the
CNS. Many synapses can be broadly classified as facilitating (having a
low probability of initial transmitter release and exhibiting
facilitation of release during trains of stimuli) or depressing (with
high probability of initial release and depression of release during
trains). Several examples have been described in the mammalian CNS,
including parallel fiber (facilitating) and climbing fiber (depressing)
inputs onto cerebellar Purkinje cells (Eccles et al., 1966 ; Konnerth et
al., 1990 ; Dittman et al., 2000 ) and lateral (facilitating) and medial (depressing) perforant path synapses onto hippocampal granule cells
(McNaughton, 1980 ). Understanding the mechanisms governing differences
in presynaptic strength at facilitating and depressing synapses is
important for our comprehension of neural networks and the brain as a whole.
Individual factors that contribute to the differences between
facilitating and depressing synapses include those that determine the
initial amount of transmitter released, which is generally higher for
depressing than for facilitating synapses. The original model of del
Castillo and Katz (1954) describing mean quantal content (m)
remains valid: m = np, where n
represents mean number of units available for release at active
synapses and p represents the mean probability of release.
The mean number of readily releasable synaptic vesicles and the mean
probability of release of these vesicles could determine n
and p, respectively (del Castillo and Katz, 1954 ; Dittman et
al., 2000 ).
Several recent studies have shown that for cultured mammalian neurons,
the amount of transmitter initially released is directly proportional
to the size of the readily releasable pool (RRP) of synaptic vesicles
(Stevens and Tsujimoto, 1995 ; Rosenmund and Stevens, 1996 ; Dobrunz and
Stevens, 1997 ; Schikorski and Stevens, 1999 ). To examine the generality
of this conclusion, we tested the hypothesis that large differences in
transmitter release probability at paired facilitating and depressing
synapses innervating the same postsynaptic target are correlated with
the size of the RRP.
Crustacean phasic and tonic motor neurons (Kennedy and Takeda, 1965a ,b )
provide an excellent system for the study of differences between
facilitating and depressing synapses. With repeated stimulation, phasic
synapses depress, whereas tonic synapses facilitate (Atwood and
Wojtowicz, 1986 ). Furthermore, synaptic differentiation is extreme:
initial release is 100- to 1000-fold greater for phasic synapses than
for tonic synapses (Msghina et al., 1998 ). Such extreme differences in
release probability might be linked to greater numbers of readily
releasable vesicles at phasic synapses; in turn, this feature could
confer greater initial synaptic strength.
We tested this hypothesis with both physiological and ultrastructural
methods. We estimated RRP sizes in tonic and phasic varicosities using
a rapid depletion technique (Schneggenburger et al., 1999 ; Dittman et
al., 2000 ). With electron microscopy, we determined the number of
vesicles morphologically docked at the presynaptic active zone; these
docked vesicles could correspond to the RRP (Schikorski and Stevens,
2001b ). Contrary to our initial hypothesis, these measurements showed
that tonic terminal varicosities possess more readily releasable
vesicles than phasic varicosities and have twice as many docked
vesicles per synapse. Estimated overall probability of vesicle release
is 1500-fold greater for phasic synapses. It is clear that vesicle
release probability, and not the number of docked vesicles, determines
initial synaptic strength in these glutamatergic neurons.
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MATERIALS AND METHODS |
Animals and preparation. Freshwater crayfish
(Procambarus clarkii; 2-4 cm body length) were obtained
from the Atchafalaya Biological Supply Company (Raceland, LA) and
maintained under standard laboratory conditions (Bradacs et al., 1997 ).
The extensor of the carpopodite (main leg extensor muscle), innervated
by two excitatory motor axons, one phasic and one tonic, was selected for experimentation. The general anatomical and physiological features
of the extensor muscle and its preparation have been described
previously (Bradacs et al., 1997 ; Msghina and Atwood, 1997 ). The
preparation was dissected and maintained in a modified Van Harreveld's
crayfish solution containing (in mM): 205.3 NaCl, 5.3 KCl, 13.5 CaCl2·2
H2O, 2.5 MgCl2·6
H2O, and HEPES buffer at a pH of 7.4. To minimize
contractions, the muscle was stretched after the membrane connecting
the meropodite and carpopodite had been cut, leaving the tendon
attachment intact. Experiments were performed at room temperature
(19-20°C).
Electrophysiological recording. We estimated the size of the
RRP of quanta from well defined nerve terminal boutons and related this
value to the amount of transmitter released by a single action potential. Neurotransmitter release was assayed by extracellular macropatch recording at visualized phasic and tonic nerve terminal boutons. The procedures were similar to those described for this preparation in Msghina et al. (1998) . Focal macropatch recordings (Dudel, 1981 ; Wojtowicz et al., 1994 ; Cooper et al., 1995b ) of the
presynaptic nerve terminal action potential and excitatory junctional
current (EJC) were obtained from single tonic and phasic terminal
boutons made visible in preparations exposed briefly to the vital dye
4-(4-diethylaminostyryl)-N-methylpyridiniumiodide (4-Di-2-Asp; Molecular Probes, Eugene, OR) for 3 min at a concentration of 2 µM (Cooper et al., 1995a ,b ).
The macropatch electrode, pulled from Kimax glass (outer diameter, 1.5 mm), was beveled at 30° with a Sutter electrode beveler (BV-10-B;
Sutter Instruments, Novato, CA) until a tip diameter of 10-15 µm was
attained. The electrode tip was smoothed by fire-polishing to avoid
damage to the neuromuscular junction. The electrode, filled with
standard physiological solution, was placed under visual control over a
well defined tonic or phasic bouton.
The excitatory axons were stimulated by pulses (0.4 msec) delivered
through a microelectrode (20 M , filled with 3 M KCl) inserted into either the phasic or tonic preterminal axon. Current was
applied through an amplifier (model IE-201; Warner Instruments, Hamden,
CT) operated in bridge mode, so that the presynaptic action potential
could be observed when threshold was reached.
Data for transmitter release evoked by a single action potential were
collected by stimulating either the phasic or tonic axon at 0.1 Hz (200 trials) while recording EJCs from a visualized terminal bouton. An
estimate of unitary quantal size was made by averaging 15-20
spontaneously occurring miniature EJCs (sEJCs) collected from the same bouton.
To estimate the number of readily releasable vesicles from the same
bouton, we used a rapid depletion technique in which a train of stimuli
produced synaptic depression. This method for estimating the RRP was
based on the method used by Schneggenburger et al. (1999) . A 200 Hz
train (lasting 100 or 200 msec) of stimuli was applied to the
presynaptic axon while EJCs were recorded from the selected nerve
terminal bouton. Each stimulus caused a presynaptic action potential.
Stimulus trains were repeated 30 times with a 60 sec rest period
between each trial. Because the facilitated synapses used here do not
depress, the usual methods for estimating RRP could not be used. To
ensure rapid depression, we increased transmitter release by broadening
the presynaptic action potential. The KCl in the crayfish solution was
replaced with 5.3 mM CsCl (Atwood and Lang, 1973 ).
Data collection and analysis. Electrophysiological signals
were low-pass filtered at 5 kHz using an Intronix 2004-F Signal Conditioner (Intronix Technologies, Toronto, Canada) and subsequently digitized at 20 kHz using a PowerLab/4sp (ADInstruments, Round Rock,
TX) data acquisition system. Quantal content for each EJC was estimated
by dividing the area of the evoked EJC by the area of the average sEJC
(Cooper et al., 1995b ) using the Scope data collection and analysis
program (ADInstruments). Quantal content was estimated for
unitary EJCs under control conditions and for each EJC in a train of
depleting stimuli.
To estimate the number of readily releasable vesicles for a given
bouton, we plotted the cumulative quantal content of EJCs during the
200 Hz train. A linear function was fitted to the last five events and
extrapolated back to the y-axis. The y-intercept of this line was used as the estimate of the number of quanta in the
RRP (Schneggenburger et al., 1999 ). The released fraction (the
percentage of quanta released from the releasable pool by a single
action potential) was calculated by dividing the unitary quantal
content by the size of the RRP.
Ultrastructural measurements. Electron microscopy of phasic
and tonic boutons was used to estimate the number of synaptic vesicles
at presynaptic membranes. The material was fixed and sectioned as
described in previous publications on the crayfish extensor muscle
(King et al., 1996 ; Bradacs et al., 1997 ; Msghina et al., 1998 ). Each
synapse selected for study was sectioned serially (usually ~10
sections per synapse). Synapses selected for analysis met the following
criteria: good resolution of synaptic vesicles and of presynaptic
active zones possessing a dense body (Jahromi and Atwood, 1974 ; King et
al., 1996 ) and absence of nearby (within 500 nm) large intracellular
organelles, especially mitochondria, which would displace synaptic
vesicles. Quantitative analysis used the Sigma Scan program (SPSS,
Chicago, IL). Synaptic vesicles were counted in a region bordered by
the presynaptic membrane, by a line drawn parallel to the membrane at
500 nm, and by lines drawn at right angles to the presynaptic membrane
from its edges. The vesicles within this defined volume (summed for all
sections of a serially sectioned synapse) were counted and used as an
estimate of the total vesicle pool. The synaptic volumes in which
vesicles were counted were similar for phasic and tonic synapses. For
each synaptic vesicle, the closest linear distance to the presynaptic membrane was calculated by the program. Vesicles touching the presynaptic membrane or within 20 nm of it were included in the morphological estimate of docked vesicles. The value of 20 nm is
derived from the likelihood of a vesicle reaching the presynaptic membrane within the minimal synaptic delay time of 200-500 µsec (Parsegian, 1977 ) and also represents the distance at which the membrane of a vesicle can just be resolved from the presynaptic membrane.
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RESULTS |
Unitary quantal content
Before the size of the RRP of vesicles for a defined phasic or
tonic bouton was estimated, we determined the amount of
neurotransmitter released from that particular bouton by a single
presynaptic action potential. This estimation is called unitary quantal
content. After nerve terminals were stained lightly with 4-Di-2-Asp, a focal macropatch electrode (diameter, 10-15 µm) was placed over either a tonic or a phasic nerve terminal bouton. EJCs were recorded from the selected bouton. We measured transmitter release at a stimulation rate of 0.1 Hz to avoid depression or facilitation. Examples from both tonic and phasic boutons are given in Figure 1A.

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Figure 1.
Comparison of synaptic release at low frequencies
for phasic and tonic nerve terminals. A, EJCs recorded
from tonic and phasic nerve terminal varicosities stimulated at 1 Hz.
Presynaptic stimulation evoked multiquantal EJCs from phasic terminals,
whereas at tonic terminals, many stimuli evoked no release (failures),
and some stimuli evoked an EJC similar in size to an sEJC. sEJCs are
similar in size for both types of terminals, suggesting no large
postsynaptic differences. B, C, Transmitter release in
response to high-frequency trains of stimuli at tonic and phasic
terminals. Traces shown are averages of 30 trials.
Stimulus artifacts have been removed. B, Tonic terminal,
showing marked facilitation of the EJC during a 200 Hz train of action
potentials. No depression is evident. C, Phasic
terminal, showing rapid depression of the EJC during a 200 Hz train of
action potentials. EJCs reach a steady-state amplitude after ~15
stimuli.
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When stimulated at 0.1 Hz, phasic boutons always responded with
relatively large EJCs, which were several times larger than asynchronously released EJCs (Fig. 1A). After 200 trials at 0.1 Hz were performed, we recorded spontaneous transmitter
release in the form of sEJCs, which are thought to result from
transmitter released from a single vesicle quantal event. Unitary
quantal content could then be estimated by dividing the mean area of
the evoked EJC by the mean area of the sEJC (Cooper et al., 1995b ). The
quantal content of the evoked EJC for selected phasic terminal boutons
ranged from 14 to 18 (Table 1).
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Table 1.
Quantal contents and estimated released fractions of the
RRP per action potential for phasic and tonic terminals bathed in
Cs+-containing physiological solution
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In contrast, tonic terminal boutons released much less neurotransmitter
when stimulated at 0.1 Hz. For many stimuli, tonic boutons exhibited a
nerve terminal action potential but did not produce an EJC. This
indicated that the bouton was invaded by a presynaptic action
potential, but transmitter release did not occur; we call this a
failure of evoked release (Fig. 1A). The frequency of
evoked EJCs ranged from 3 to 10 events over 200 stimuli. Because sEJCs
were very similar in size to evoked EJCs, almost all evoked EJCs were
composed of single quanta. Estimated unitary quantal content ranged
from 0.015 to 0.05 for tonic boutons (Table 1). Overall, unitary
quantal content was ~450 times greater for phasic boutons. These
results are similar to those found previously by Msghina et al. (1998 ,
1999 ).
Estimation of RRPs
For both neurons, we estimated the size of the RRPs of vesicles in
the selected bouton and correlated this with the unitary quantal
content of the same bouton. Our estimate of the RRP was based on the
rapid depression technique used for mammalian synapses by
Schneggenburger et al. (1999) . Generally, it is thought that during a
rapid train of stimuli, the RRP is depleted and transmitter release is
depressed. Any transmitter release that remains after the initial
depression is a result of pool replenishment and continuing release,
which come into equilibrium after depletion of the RRP (Elmquist and
Quastel, 1965 ; Hubbard et al., 1969 ). If one factors out the
transmitter release caused by pool replenishment, the remaining release
must be from the RRP (Von Gersdorff et al., 1997 ; Dittman and Regehr,
1998 ; Wang and Kaczmarek, 1998 ; Schneggenburger et al., 1999 ).
The depletion method was applied readily to phasic boutons. In response
to a 200 Hz burst of action potentials evoked by stimulation of the
phasic axon, marked depression of transmitter release at the selected
phasic boutons was always observed. In the example given in Figure
1C, the EJC amplitude became depressed to ~20% of its
initial value within 15 stimuli.
For normal tonic boutons, rapid depression could not be produced. When
a 200 Hz burst of stimuli was applied to the tonic axon, facilitation
of transmitter release was always observed at selected boutons (Fig.
1B). Because the depletion technique relies on rapid
depression of transmitter release to estimate the RRP size, we had to
modify the method to force tonic boutons to release transmitter at a
rate high enough to obtain rapid depression. Atwood and Lang (1973)
showed that replacing the K+ in standard
crustacean saline with Cs+ produces a
large increase in transmitter release from tonic terminals by causing
the duration of the presynaptic action potential to increase. We
therefore used Cs+ treatment to increase
the rate of depression in tonic terminals.
Application of Cs+ to phasic nerve
terminals did not have a large affect on the amount of transmitter
released or the rate of depression. In the example given in Figure
2A, the same phasic terminal as in Figure 1C was exposed to
Cs+. The initial EJC was ~30% larger
than for the control; similar increases in initial EJC size were seen
in the other phasic trials. The rate of depression in this case was
slightly more rapid than before Cs+
treatment, with EJCs depressing to ~15% of initial value after 10 stimuli. Thereafter, EJC amplitudes remained relatively constant, indicating that a steady state of transmitter release had occurred.

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Figure 2.
Estimation of RRP size at a phasic terminal.
A, A Cs+-containing solution was
applied to the phasic terminal illustrated in Figure
1B, and 200 Hz trains (100 msec) were applied
(trace shown is the average of 30 trials). The
Cs+ treatment caused a slight increase in initial
release, and EJCs reached a steady-state amplitude after ~10 stimuli.
B, Cumulative plot of quantal content for the same
phasic terminal during a 200 Hz train. Quantal content of each EJC of
the train in A was determined, and a linear regression
line was fitted to the last five events, which represented the
steady-state component of the train. Back-extrapolation to the start of
the train gave an estimate of the number of quanta released before pool
replenishment. In this example, 74 quanta were estimated for the
RRP.
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When tonic terminals were incubated with
Cs+ saline, a large increase in
neurotransmitter release occurred during 200 Hz bursts. The tonic
bouton of Figure 1B exhibited initial but transient facilitation of release after Cs+
treatment, with EJCs reaching their maximum amplitude at the fourth
stimulus (Fig. 3A). For all
Cs+-treated tonic boutons, transient
initial facilitation was followed by marked depression, in contrast to
the progressive facilitation seen in controls (Fig.
1B). In Figure 3A, EJCs depressed to
~20% of their maximum value after 30 stimuli. As was the case for
phasic terminals, subsequent EJCs were relatively constant in
amplitude, indicating steady-state release.

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Figure 3.
Estimation of RRP for a tonic terminal.
A, A Cs+-containing solution was
applied to the tonic terminal illustrated in Figure 1C,
and 200 Hz trains (200 msec) of stimuli were applied
(trace shown is the average of 30 trials). The
Cs+ treatment greatly enhanced initial release, and
maximal release was reached with four stimuli. Marked depression of
release led to a steady-state amplitude after 30 stimuli.
B, Cumulative plot of quantal content for the same tonic
bouton during a 200 Hz train. Quantal content of each EJC of the train
in A was determined, and a cumulative plot was
generated. A linear regression line was fitted to the last five events,
which represented the steady-state component of the train.
Back-extrapolation to the start of the train gave an estimate of the
number of quanta released before pool replenishment. In this example,
210 quanta were estimated for the RRP.
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We have several lines of evidence to suggest that the depression we
observed is not caused by postsynaptic glutamate receptor desensitization and/or saturation. First, according to Dudel et al.
(1990) , crayfish quisqualate-type glutamate receptors desensitize with
a time constant of 6 msec and recover totally from complete desensitization within 3 msec. Because the EJCs we observe at these
junctions are 2-3 msec in duration, the receptors will be only
partially desensitized (~15%). Thus, with a stimulation interpulse period of 5 msec (200 Hz), receptors are allowed a 2-3 msec period for
recovery from desensitization and therefore will be very close to a
control state at the time of the next glutamate release. In short,
recovery from receptor desensitization is so rapid that desensitization
cannot be the cause of such a large depression. Second, to verify that
there was not an additional slower process of recovery from
desensitization or saturation, we measured sEJC integrals before and
within 10 msec of the end of our stimulus trains. A postsynaptic
sensitivity change would be exhibited as a change in the sEJC integral,
which is a measure of the postsynaptic response to a single quantum of
neurotransmitter. There was no significant difference in sEJC integrals
before and after stimulus trains in either phasic terminals
( 0.043 ± 0.005 vs 0.040 ± 0.003 mV·mS;
p > 0.05; n = 3) or tonic terminals
( 0.051 ± 0.004 vs 0.048 ± 0.005 mV·mS;
p > 0.05; n = 3). Third, evidence put forth by Atwood et al. (1999) suggests that, at the similar
Drosophila glutamatergic neuromuscular junction, fields of
postsynaptic receptors are not saturated during normal quantal release.
They show that variation of quantal amplitudes is too great for
receptors to be saturated during normal release.
Because transmission could be depressed rapidly in
Cs+-treated boutons of both phasic and
tonic neurons, we used the procedure of Schneggenburger et al. (1999)
to estimate RRP sizes for both types of terminal boutons. For each EJC
within a train, we calculated the quantal content; from these values,
we generated a cumulative plot of released quanta (Figs.
2B, 3B). To estimate the number of quanta
in the RRP, we fitted a linear regression to the steady-state release
portion of the cumulative plot and extrapolated this line back to the
y-axis. The y-intercept gave an estimate of the
number of quanta released in the absence of pool refilling or the
number of quanta in the RRP. In Figure 2B, the
estimated RRP for a phasic bouton was ~74 quanta. For a tonic bouton
(Fig. 3B), the estimated RRP was ~210 quanta. These
examples were representative: tonic boutons always had larger RRPs than
phasic boutons.
This analysis showed that tonic terminal boutons had more than twice as
many quanta in their RRPs as phasic boutons (tonic, 130.4 ± 23;
phasic, 58 ± 5.6; p < 0.01) (Fig.
4, Table 1). From these results, we could
determine the released fraction (the percentage of the RRP released by
a single action potential) for each sampled bouton. This represents the
relative probability of individual vesicle release (Schneggenburger et
al., 1999 ). Table 1 shows that the released fractions for phasic and
tonic boutons are vastly different; on average, a single action
potential releases 30% of the RRP from phasic terminals and only
0.02% of the RRP from tonic terminals, a 1500-fold difference.

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Figure 4.
Mean RRP sizes for several tonic and phasic
terminals. The mean RRP for tonic (n = 5) and
phasic (n = 5) nerve terminal varicosities is
given. Error bars indicate SEM. Asterisk, Significant
difference (p < 0.01; Student's
t test).
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Ultrastructural measurement of docked vesicles
Morphological correlates of the RRP were sought through
ultrastructural analysis. Individual phasic and tonic synapses were sectioned serially to determine the numbers of morphologically docked vesicles (Fig. 5A).
Docked vesicles were defined as those touching the presynaptic membrane
or within 20 nm of it (Fig. 5B).

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Figure 5.
Estimates of docked vesicles from electron
micrographs. A, Electron micrograph of a synapse-bearing
tonic terminal, illustrating synapses (arrowheads) with
vesicles clustered at a presynaptic dense bar of the active zone. Scale
bar, 200 nm. B, High-magnification micrograph of the
upper synapse in A. The docked vesicle is marked with an
arrowhead. Scale bar, 100 nm. C,
Comparison of estimates of docked vesicles at phasic and tonic
synapses. The mean number of docked vesicles per synapse is given for
tonic (n = 7) and phasic (n = 8) synapses. Error bars indicate SEM. Asterisk,
Significant difference (p < 0.01;
Student's t test).
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Tonic synapses contained two to three times more morphologically docked
vesicles than phasic synapses (tonic, 11.14 ± 0.5; phasic,
4.38 ± 0.3; p < 0.01) (Fig. 5C, Table
2). When the number of docked vesicles
was normalized to the contact area of the synapse, tonic synapses had
twofold more docked vesicles.
Changing the distance criterion of a docked vesicle from 20 to 50 nm
had no effect on the previous result; tonic synapses still contained
two to three times more docked vesicles.
To compare morphologically docked vesicles and RRPs, we used docked
vesicle counts of individual synapses to estimate docked vesicles for
an entire bouton, this being the structure from which RRP measurements
were made. The sizes of the terminal boutons selected for RRP
determinations were measured with a micrometer. Using data from serial
section studies by King et al. (1996) and Msghina et al. (1998) , we
estimated the number of synapses per bouton. Multiplying this value by
the number of docked vesicles per synapse provided an estimate of
docked vesicles per bouton. Tonic terminal boutons contained
approximately seven times more docked vesicles than phasic boutons
(Table 2). For phasic boutons, docked and readily releasable vesicle
numbers were similar, with no significant difference. For tonic
terminals, we estimated approximately three times more docked than
readily releasable vesicles (Table 2).
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DISCUSSION |
The hypothesis that the probability of vesicle exocytosis is
determined by the size of the readily releasable vesicle pool was not
supported by our results. Instead, the large differences in initial
transmitter release at facilitating and depressing synapses appear to
be governed by the probability of fusion of individual synaptic
vesicles, which differs greatly in the two neurons. The facilitating
tonic nerve terminals, with very low initial release, contain more than
twice as many readily releasable and morphologically docked vesicles
compared with the depressing phasic nerve terminals, which have high
initial release. We estimate that a 1500-fold difference in vesicle
release probability governs the initial release differences.
Previous work on crustacean tonic and phasic synapses supports this
conclusion. Investigations of synaptic contact area have shown that
morphological features of these synapses cannot explain release
differences. In comparison with phasic terminals, tonic terminals
contain more synapses per bouton, have generally larger individual
synapses, and possess similarly sized active zones (King et al., 1996 ;
Msghina et al., 1998 , 1999 ). We have also ruled out major differences
in calcium entry at active zones: the number of putative calcium
channels at active zones and stimulus-evoked calcium entry per synapse
were estimated to be similar for these synapses (Msghina et al., 1999 ).
All results to date point to an intrinsic difference in the probability
of release of individual vesicles.
In studies of the mammalian CNS, there has recently been much debate
about whether the probability of initial release is set by the readily
releasable vesicle pool size. Schikorski and Stevens (1997)
demonstrated that for synapses of cultured hippocampal neurons, docked
vesicle pool sizes and release probability are well correlated;
however, direct measurements at identified synapses were not made.
Dobrunz and Stevens (1997) demonstrated more directly a relationship of
the RRP and initial release probability at single synapses of cultured
hippocampal neurons. In contrast, Hanse and Gustafsson (2001) , who
measured physiological differences in hippocampal slice preparations,
proposed that heterogeneity in synaptic release properties is
correlated with vesicle release probability rather than with the size
of the RRP. Also, a recent ultrastructural study (Xu-Friedman et al.,
2001 ) showed that differences in synaptic response properties of
cerebellar climbing and parallel fibers are not related to the docked
vesicle pool size. These studies on synapses in situ are in
agreement with our current findings. In addition, we directly related
the readily releasable and docked vesicle pool sizes to initial release
probability. Our study and others show that there is not always a
direct correlation between RRP size and initial release probability for
either mammalian or crustacean synapses. Thus, RRP size is not a
universal mechanism accounting for synaptic quantal content.
Presynaptic differentiation among synapses in situ
apparently includes additional mechanisms.
The finding that factors governing vesicular release probability may be
different in cultured and in situ neurons suggests that
developmental and environmental influences determine synaptic response
properties. Cultured neurons grow in a simplified environment in which
normal trophic influences, activity-related modulation, and circulating
messengers are absent. Development in a simplified environment may
enhance the dependence of synaptic release on the RRP of synaptic
vesicles. In contrast, normal development in situ may call
forth additional synaptic regulatory mechanisms, leading to differences
in synaptic molecular endowments.
In the second part of this study, we used morphologically docked
vesicles as a possible correlate of the RRP. This assumption is
supported in recent studies by Schikorski and Stevens (2001a ,b ), who
established that docked and readily releasable vesicles are drawn from
the same pool. In our study, we show that these two pools correlate
well for phasic terminals. However, in tonic terminals, there were more
docked vesicles than readily releasable vesicles. This difference could
arise in several ways. First, it is generally thought that vesicles
must be both docked and "primed" to undergo immediate exocytosis
(for review, see Klenchin and Martin, 2000 ). Tonic synapses probably
contain a large proportion of docked but unprimed vesicles. The need
for additional priming at tonic synapses is demonstrated in Figure 3,
which shows a delay in attaining maximal release. Second, in tonic
terminals, a number of the synapses on a bouton are "silent;" that
is, they contain vesicles but do not provide the conditions for normal
impulse-evoked exocytosis (for review, see Atwood and Wojtowicz, 1999 ;
Quigley et al., 1999 ). Such silent synapses contain vesicles that would
be counted as docked but would not contribute to the RRP of vesicles
for that bouton.
Although we have now ruled out the hypothesis that differences in RRP
size govern release differences at phasic and tonic synapses, the
question as to what factors govern the extreme physiological differentiation remains. All available evidence suggests that differentiation must occur at the level of individual vesicle exocytosis. Vesicles at tonic synapses are apparently restrained more
rigidly and require more priming before they can be released. Thus,
there is most likely a difference in the sensitivity of the transmitter
release mechanism to calcium: the phasic release machinery is probably
more responsive to presynaptic calcium transients. Previous reports
indicate that sensitivity of release to available calcium varies widely
among different neurons (Heidelberger et al., 1994 ; Bollmann et al.,
2000 ; Schneggenburger and Neher, 2000 ). If this were the case for
phasic/tonic synaptic differentiation, a higher probability of
individual vesicle release at phasic synapses could result from
molecular differences in the calcium receptor mechanism governing
vesicular fusion.
Finally, because phasic terminals modify their physiological and
morphological properties to acquire a more tonic phenotype in response
to conditioning stimulation (Lnenicka and Atwood, 1985 ; Lnenicka et
al., 1986 ; Lnenicka and Hong, 1997 ), presynaptic changes related to
neural circuit modification and learning mechanisms may include changes
in probability of vesicular release.
 |
FOOTNOTES |
Received June 21, 2002; revised Aug. 27, 2002; accepted Aug. 29, 2002.
This research was supported by grants from the Canadian Institutes for
Health Research (CIHR) to M.P.C. and H.L.A. and by a studentship from
the CIHR to A.M. Some of the serial electron micrographs were
photographed by Prof. C. K. Govind and Joanne Pearce (University
of Toronto). Dr. Leo Marin provided advice and assistance for analysis
of electron micrographs, and Ken Dawson-Scully provided a macro routine
for measurement of vesicle distances. M. Hegström-Wojtowicz
assisted with manuscript preparation.
Correspondence should be addressed to Andrew Millar, Department of
Physiology, Medical Sciences Building, University of Toronto, Toronto,
Ontario, Canada M5S 1A8. E-mail: andrew.millar{at}utoronto.ca.
 |
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