Neural dynamics under noise in the olfactory system

Ahn, S. M. ; Freeman, Walter J.
Springer
Published 1975
ISSN:
1432-0770
Source:
Springer Online Journal Archives 1860-2000
Topics:
Biology
Computer Science
Physics
Notes:
Abstract A study is made of the dynamical properties of mammalian olfactory bulb which is represented by a set of nonlinear differential equations. It is shown that when the system of the periglomerular population receives a stationary independent stochastic input from the primary olfactory nerves, the level of ongoing mean pulse rate depends only on the expected value of the input. It is also shown that if the mitral-tufted and granule population receives stationary independent stochastic inputs both from the primary olfactory nerves and centrifugal axons, then there exists a limit cycle detectable in the EEG and the phase of the limit cycle depends only on the expected values of the inputs.
Type of Medium:
Electronic Resource
URL:
_version_ 1798295501144064001
autor Ahn, S. M.
Freeman, Walter J.
autorsonst Ahn, S. M.
Freeman, Walter J.
book_url http://dx.doi.org/10.1007/BF00364165
datenlieferant nat_lic_papers
hauptsatz hsatz_simple
identnr NLM204534690
issn 1432-0770
journal_name Biological cybernetics
materialart 1
notes Abstract A study is made of the dynamical properties of mammalian olfactory bulb which is represented by a set of nonlinear differential equations. It is shown that when the system of the periglomerular population receives a stationary independent stochastic input from the primary olfactory nerves, the level of ongoing mean pulse rate depends only on the expected value of the input. It is also shown that if the mitral-tufted and granule population receives stationary independent stochastic inputs both from the primary olfactory nerves and centrifugal axons, then there exists a limit cycle detectable in the EEG and the phase of the limit cycle depends only on the expected values of the inputs.
package_name Springer
publikationsjahr_anzeige 1975
publikationsjahr_facette 1975
publikationsjahr_intervall 8024:1975-1979
publikationsjahr_sort 1975
publisher Springer
reference 17 (1975), S. 165-168
search_space articles
shingle_author_1 Ahn, S. M.
Freeman, Walter J.
shingle_author_2 Ahn, S. M.
Freeman, Walter J.
shingle_author_3 Ahn, S. M.
Freeman, Walter J.
shingle_author_4 Ahn, S. M.
Freeman, Walter J.
shingle_catch_all_1 Ahn, S. M.
Freeman, Walter J.
Neural dynamics under noise in the olfactory system
Abstract A study is made of the dynamical properties of mammalian olfactory bulb which is represented by a set of nonlinear differential equations. It is shown that when the system of the periglomerular population receives a stationary independent stochastic input from the primary olfactory nerves, the level of ongoing mean pulse rate depends only on the expected value of the input. It is also shown that if the mitral-tufted and granule population receives stationary independent stochastic inputs both from the primary olfactory nerves and centrifugal axons, then there exists a limit cycle detectable in the EEG and the phase of the limit cycle depends only on the expected values of the inputs.
1432-0770
14320770
Springer
shingle_catch_all_2 Ahn, S. M.
Freeman, Walter J.
Neural dynamics under noise in the olfactory system
Abstract A study is made of the dynamical properties of mammalian olfactory bulb which is represented by a set of nonlinear differential equations. It is shown that when the system of the periglomerular population receives a stationary independent stochastic input from the primary olfactory nerves, the level of ongoing mean pulse rate depends only on the expected value of the input. It is also shown that if the mitral-tufted and granule population receives stationary independent stochastic inputs both from the primary olfactory nerves and centrifugal axons, then there exists a limit cycle detectable in the EEG and the phase of the limit cycle depends only on the expected values of the inputs.
1432-0770
14320770
Springer
shingle_catch_all_3 Ahn, S. M.
Freeman, Walter J.
Neural dynamics under noise in the olfactory system
Abstract A study is made of the dynamical properties of mammalian olfactory bulb which is represented by a set of nonlinear differential equations. It is shown that when the system of the periglomerular population receives a stationary independent stochastic input from the primary olfactory nerves, the level of ongoing mean pulse rate depends only on the expected value of the input. It is also shown that if the mitral-tufted and granule population receives stationary independent stochastic inputs both from the primary olfactory nerves and centrifugal axons, then there exists a limit cycle detectable in the EEG and the phase of the limit cycle depends only on the expected values of the inputs.
1432-0770
14320770
Springer
shingle_catch_all_4 Ahn, S. M.
Freeman, Walter J.
Neural dynamics under noise in the olfactory system
Abstract A study is made of the dynamical properties of mammalian olfactory bulb which is represented by a set of nonlinear differential equations. It is shown that when the system of the periglomerular population receives a stationary independent stochastic input from the primary olfactory nerves, the level of ongoing mean pulse rate depends only on the expected value of the input. It is also shown that if the mitral-tufted and granule population receives stationary independent stochastic inputs both from the primary olfactory nerves and centrifugal axons, then there exists a limit cycle detectable in the EEG and the phase of the limit cycle depends only on the expected values of the inputs.
1432-0770
14320770
Springer
shingle_title_1 Neural dynamics under noise in the olfactory system
shingle_title_2 Neural dynamics under noise in the olfactory system
shingle_title_3 Neural dynamics under noise in the olfactory system
shingle_title_4 Neural dynamics under noise in the olfactory system
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source_archive Springer Online Journal Archives 1860-2000
timestamp 2024-05-06T09:37:12.334Z
titel Neural dynamics under noise in the olfactory system
titel_suche Neural dynamics under noise in the olfactory system
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