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Balanced Excitation and Inhibition are Required for High-Capacity,
  Noise-Robust Neuronal Selectivity

Balanced Excitation and Inhibition are Required for High-Capacity, Noise-Robust Neuronal Selectivity

3 May 2017
Ran Rubin
L. F. Abbott
H. Sompolinsky
ArXiv (abs)PDFHTML

Papers citing "Balanced Excitation and Inhibition are Required for High-Capacity, Noise-Robust Neuronal Selectivity"

9 / 9 papers shown
Title
Brain-Model Evaluations Need the NeuroAI Turing Test
Jenelle Feather
Meenakshi Khosla
N. Apurva Ratan Murty
Aran Nayebi
158
6
0
22 Feb 2025
A theory of learning with constrained weight-distribution
A theory of learning with constrained weight-distribution
Weishun Zhong
Ben Sorscher
Daniel D. Lee
H. Sompolinsky
43
2
0
14 Jun 2022
Emergent organization of receptive fields in networks of excitatory and
  inhibitory neurons
Emergent organization of receptive fields in networks of excitatory and inhibitory neurons
Leon Lufkin
Ashish Puri
Ganlin Song
Xinyi Zhong
John D. Lafferty
47
1
0
26 May 2022
Capacity of Group-invariant Linear Readouts from Equivariant
  Representations: How Many Objects can be Linearly Classified Under All
  Possible Views?
Capacity of Group-invariant Linear Readouts from Equivariant Representations: How Many Objects can be Linearly Classified Under All Possible Views?
M. Farrell
Blake Bordelon
Shubhendu Trivedi
Cengiz Pehlevan
64
5
0
14 Oct 2021
BackEISNN: A Deep Spiking Neural Network with Adaptive Self-Feedback and
  Balanced Excitatory-Inhibitory Neurons
BackEISNN: A Deep Spiking Neural Network with Adaptive Self-Feedback and Balanced Excitatory-Inhibitory Neurons
Dongcheng Zhao
Yi Zeng
Yang Li
75
43
0
27 May 2021
Optimal Learning with Excitatory and Inhibitory synapses
Optimal Learning with Excitatory and Inhibitory synapses
Alessandro Ingrosso
49
5
0
25 May 2020
R-FORCE: Robust Learning for Random Recurrent Neural Networks
R-FORCE: Robust Learning for Random Recurrent Neural Networks
Yang Zheng
Eli Shlizerman
OOD
41
5
0
25 Mar 2020
Training dynamically balanced excitatory-inhibitory networks
Training dynamically balanced excitatory-inhibitory networks
Alessandro Ingrosso
L. F. Abbott
50
39
0
29 Dec 2018
Noisy matrix decomposition via convex relaxation: Optimal rates in high
  dimensions
Noisy matrix decomposition via convex relaxation: Optimal rates in high dimensions
Alekh Agarwal
S. Negahban
Martin J. Wainwright
250
433
0
23 Feb 2011
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