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Published on: March 25, 2014
Random response fluctuations lead to spurious paired-pulse facilitation
1Program in Neuroscience, University of Maryland School of Medicine, Baltimore, Maryland 21201, USA.
Summary
Paired-pulse depression (PPD) of inhibitory synapses is influenced by random response fluctuations, not just transmitter release probability. Averaging paired-pulse ratios can create spurious facilitation, masking true synaptic properties.
Area of Science:
- Neuroscience
- Synaptic transmission
- Cellular electrophysiology
Background:
- Paired-pulse depression (PPD) is a common phenomenon in inhibitory synapses.
- The use-dependent model explains PPD by changes in neurotransmitter release probability.
- The applicability of this model to inhibitory synapses remains debated.
Purpose of the Study:
- Investigate the factors influencing paired-pulse ratio (PPR) in GABAergic inhibitory postsynaptic currents (IPSCs).
- Determine if the use-dependent model accurately describes PPD in CA1 pyramidal cells.
- Clarify the role of random fluctuations in PPR measurements.
Main Methods:
- Whole-cell voltage clamp recordings in CA1 pyramidal cells.
- Studied GABAergic IPSCs under conditions of reduced transmitter release (Cd2+, baclofen, altered stimulus intensity).
- Analyzed paired-pulse responses and their variability.
Main Results:
- PPR was sensitive to extracellular stimulus intensity across all conditions.
- Changes in PPR were not correlated with the amplitude of the first IPSC.
- PPR was correlated with the variability of individual trace responses.
- Spurious paired-pulse facilitation (PPF) can arise from averaging fluctuating PPRs, masking intrinsic synaptic properties.
Conclusions:
- Random fluctuations in synaptic response size significantly impact PPR.
- The use-dependent model is insufficient to explain PPD in this context.
- A revised method for calculating PPR (mean of second response/mean of first) avoids spurious PPF.
- A simple model suggests spurious PPF depends on the number of release sites and release probability.
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