SueYeon Chung

Affiliations: 
Center for Neural Science New York University, New York, NY, United States 
Area:
Computation & Theory
Website:
https://sites.google.com/site/sueyeonchung/
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"SueYeon Chung"
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Parents

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Haim Sompolinsky grad student 2010-2017 Harvard
 (Statistical Mechanics of Neural Processing of Object Manifolds)
Larry F. Abbott post-doc 2019- Columbia
James J. DiCarlo post-doc 2018-2019 MIT
 (Fellow in Computation)
Josh H. McDermott post-doc 2018-2019 MIT
 (Fellow in Computation)

Children

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Yichen Wang research assistant 2023-2025 NYU
Jenelle Feather post-doc 2022- Flatiron Institute

Collaborators

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James J. DiCarlo collaborator 2018- MIT
Josh H. McDermott collaborator 2018- MIT
Roozbeh Kiani collaborator 2022- NYU
J Anthony Movshon collaborator 2022- NYU
BETA: Related publications

Publications

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Ligeralde A, Kuang Y, Yerxa TE, et al. (2023) Unsupervised learning on spontaneous retinal activity leads to efficient neural representation geometry. Arxiv
Levy ERJ, Carrillo-Segura S, Park EH, et al. (2023) A manifold neural population code for space in hippocampal coactivity dynamics independent of place fields. Cell Reports. 42: 113142
Paraouty N, Yao JD, Varnet L, et al. (2023) Sensory cortex plasticity supports auditory social learning. Nature Communications. 14: 5828
Barabási DL, Bianconi G, Bullmore E, et al. (2023) Neuroscience Needs Network Science. The Journal of Neuroscience : the Official Journal of the Society For Neuroscience. 43: 5989-5995
Wakhloo AJ, Sussman TJ, Chung S. (2023) Linear Classification of Neural Manifolds with Correlated Variability. Physical Review Letters. 131: 027301
Feather J, Chung S. (2023) Unveiling the benefits of multitasking in disentangled representation formation. Trends in Cognitive Sciences. 27: 699-701
Yao JD, Zemlianova KO, Hocker DL, et al. (2023) Transformation of acoustic information to sensory decision variables in the parietal cortex. Proceedings of the National Academy of Sciences of the United States of America. 120: e2212120120
Chung S, Abbott LF. (2021) Neural population geometry: An approach for understanding biological and artificial neural networks. Current Opinion in Neurobiology. 70: 137-144
Cohen U, Chung S, Lee DD, et al. (2020) Separability and geometry of object manifolds in deep neural networks. Nature Communications. 11: 746
Chung S, Cohen U, Sompolinsky H, et al. (2018) Learning Data Manifolds with a Cutting Plane Method. Neural Computation. 1-23
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