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Physical Review. E
|
January 20, 2024
Information content in continuous attractor neural networks is preserved in the presence of moderate disordered background connectivity
Tobias Kühn, Rémi Monasson
Plos Computational Biology
|
June 13, 2017
Locking of correlated neural activity to ongoing oscillations
Tobias Kühn, Moritz Helias
Physical Review Letters
|
October 22, 2021
Large-Deviation Approach to Random Recurrent Neuronal Networks: Parameter Inference and Fluctuation-Induced Transitions
Alexander van Meegen, Tobias Kühn, Moritz Helias
Physical Review Letters
|
May 6, 2022
Gell-Mann-Low Criticality in Neural Networks
Lorenzo Tiberi, Jonas Stapmanns, Tobias Kühn, et al.
Physical Review. E
|
June 16, 2022
Erratum: Self-consistent formulations for stochastic nonlinear neuronal dynamics [Phys. Rev. E 101, 042124 (2020)]
Jonas Stapmanns, Tobias Kühn, David Dahmen, et al.
Physical Review. E
|
May 20, 2020
Self-consistent formulations for stochastic nonlinear neuronal dynamics
Jonas Stapmanns, Tobias Kühn, David Dahmen, et al.
Page
of 1
Search research articles
Search
Showing results (1-10 of 6) with videos related to
Sort By:
Page
of 1
Physical Review. E
|
January 20, 2024
Information content in continuous attractor neural networks is preserved in the presence of moderate disordered background connectivity
Tobias Kühn, Rémi Monasson
Plos Computational Biology
|
June 13, 2017
Locking of correlated neural activity to ongoing oscillations
Tobias Kühn, Moritz Helias
Physical Review Letters
|
October 22, 2021
Large-Deviation Approach to Random Recurrent Neuronal Networks: Parameter Inference and Fluctuation-Induced Transitions
Alexander van Meegen, Tobias Kühn, Moritz Helias
Physical Review Letters
|
May 6, 2022
Gell-Mann-Low Criticality in Neural Networks
Lorenzo Tiberi, Jonas Stapmanns, Tobias Kühn, et al.
Physical Review. E
|
June 16, 2022
Erratum: Self-consistent formulations for stochastic nonlinear neuronal dynamics [Phys. Rev. E 101, 042124 (2020)]
Jonas Stapmanns, Tobias Kühn, David Dahmen, et al.
Physical Review. E
|
May 20, 2020
Self-consistent formulations for stochastic nonlinear neuronal dynamics
Jonas Stapmanns, Tobias Kühn, David Dahmen, et al.
Page
of 1