Homeostasis or synaptic plasticity? (original) (raw)
- News & Views
- Published: 26 February 1998
Neurobiology
Nature volume 391, pages 845–846 (1998)Cite this article
- 874 Accesses
- 20 Citations
- Metrics details
Almost 50 years ago, Hebb1 proposed that during development, learning and perception, correlated activity induces long-lasting strengthening in synaptic transmission. Remarkably, however, neurobiologists inspired by Hebb's principle have sought only one side of the regulatory process — that is, synapse-specific changes in synaptic strengths. They have rarely thought about the compensatory mechanisms that regulate the total synaptic strength of a neuron (reviewed in ref. 2). But on page 892 of this issue, Turrigiano et al.3 describe stabilizing mechanisms that may represent a more general form of activity-dependent regulation of synaptic transmission. The changes in postsynaptic sensitivity that they have found might be seen as a demonstration of basic homeostasis, designed to return the integrative function of the cell to within a reference working range.
Five homeostatic processes related to synaptic integration are generally recognized. The simplest form regulates the efficacy of transmission around a mean synaptic gain or between two boundary values. When evaluated on a longer timescale, the fast, input-dependent regulation of synaptic transmission (recently described in cortical networks4,5) results in an averaged synaptic efficacy that is roughly constant in the face of rapid changes in the probability of transmitter release6. Furthermore, the probability of inducing potentiation, depression or depotentiation depends on the previous stimulation history of the network (‘metaplasticity’ in ref. 7) and on the initial state of the synapse.
This is a preview of subscription content, access via your institution
Access options
Subscribe to this journal
Receive 51 print issues and online access
$199.00 per year
only $3.90 per issue
Buy this article
- Purchase on SpringerLink
- Instant access to the full article PDF.
USD 39.95
Prices may be subject to local taxes which are calculated during checkout
Additional access options:
References
- Hebb, D. O. The Organization of Behavior: a Neurophysiological Theory (Wiley, New York, 1949).
- Frégnac, Y. in Handbook of Brain Theory and Neural Networks (ed. Arbib, M.) 459-464 (MIT Press, 1995).
- Turrigiano, G. G., Leslie, K. R., Desai, N. S., Rutherford, L. C. & Nelson, S. B. Nature 391, 892–896 (1998).
Article ADS CAS Google Scholar - Markram, H. & Tsodyks, M. Nature 382, 807–810 (1996).
Article ADS CAS Google Scholar - Abbott, L. F., Varela, J. A., Sen, K. & Nelson, S. B. Science 275, 220–224 (1997).
Google Scholar - O'Donovan, M. J. & Rinzel, J. Trends Neurosci. 20, 431–433 (1997).
Google Scholar - Abraham, W. C. & Bear, M. F. Trends Neurosci. 19, 126–130 (1996).
Google Scholar - Glanzman, D. L., Kandel, E. R. & Schacher, S. Neuron 7, 903–913 (1991).
Google Scholar - Willshaw, D. G. & Von der Malsburg, C. Proc. R. Soc. Lond. B. 194, 431–445 (1976).
Google Scholar - Miller, K. D. Neuron 17, 371–374 (1996).
Google Scholar - Turrigiano, G., Abbott, L. F. & Marder, E. Science 264, 974–977 (1994).
Google Scholar - Chen, W. R., Midtgaard, J. & Shepherd, G. M. Science 278, 463–467 (1997).
Google Scholar - Fitzsimonds, R. M., Song, H. J. & Poo, M. M. Nature 388, 439–448 (1997).
Article ADS CAS Google Scholar - Liu, G. & Tsien, R. W. Nature 375, 404–408 (1995).
Article ADS CAS Google Scholar - Tong, G., Malenka, R. C. & Nicoll, R. A. Neuron 16, 1147–1157 (1996).
Google Scholar - Bienenstock, E., Cooper, L. N. & Munro, P. J. Neurosci. 2, 32–48 (1982).
Google Scholar - Bear, M. F. Neuron 15, 1–4 (1995).
Google Scholar
Author information
Authors and Affiliations
- the Equipe Cognisciences, Institut Alfred Fessard, CNRS, 91198, Gif sur Yvette, France
Yves Frégnac
Rights and permissions
About this article
Cite this article
Frégnac, Y. Homeostasis or synaptic plasticity?.Nature 391, 845–846 (1998). https://doi.org/10.1038/35996
- Issue date: 26 February 1998
- DOI: https://doi.org/10.1038/35996