Statistical Physics of Networks: Theory and Applications to Complex Systems
FOCUS · MAR-G62 · ID: 3995622
Presentations
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Abstract Withdrawn
ORAL · Invited · Withdrawn
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Harnessing Network Complexity and Local Adaptation for Robust Computation in Reservoir Computers
ORAL · Invited
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Presenters
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Michelle Girvan
- University of Maryland College Park
Authors
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Michelle Girvan
- University of Maryland College Park
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Abstract Withdrawn
ORAL · Withdrawn
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Network Reproducibility Using Designed Building Blocks
ORAL
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Presenters
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Cory S Glover
- Northeastern University
Authors
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Cory S Glover
- Northeastern University
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Jasper van der Kolk
- Central European University
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Albert-Laszlo Barabasi
- Northeastern University
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A Statistical Physics Framework for Loss of Network Resilience in Aging
ORAL
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Publication: Gross, B., & Barabási, A.L. Network resilience theory of aging. In preparation.
Presenters
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Bnaya Gross
- Northeastern University
Authors
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Bnaya Gross
- Northeastern University
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Albert-Laszlo Barabasi
- Northeastern University
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Network Attack and Defense: Deep Learning in the Presence of Limited Information
ORAL
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Presenters
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Jordan D. Lanctot
- Toronto Metropolitan University
Authors
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Jordan D. Lanctot
- Toronto Metropolitan University
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Sean P Cornelius
- Toronto Metropolitan University
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Complexity Flow and Emergent Topology in Neural Networks
ORAL
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Publication: Manuscript in preparation for planned submission in 2025-2026.
Presenters
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Bismah Rizwan
- Colorado School of Mines
Authors
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Bismah Rizwan
- Colorado School of Mines
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Frank P Barrows
- Los Alamos National Laboratory
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Lincoln D Carr
- Colorado School of Mines
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Indirect Targeting in Network Dynamics
ORAL
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Presenters
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Keanu Mason Rock
- Toronto Metropolitan University
Authors
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Keanu Mason Rock
- Toronto Metropolitan University
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Sean P Cornelius
- Toronto Metropolitan University
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Adilson E Motter
- Northwestern University
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Sampling of cycles in graphs for material networks
ORAL
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Publication: Ruth, P., Cameron, M. Theory and algorithms for clusters of cycles in graphs, In preparation (2025).
Presenters
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Perrin Ruth
- Department of Mathematics, University of Maryland, College Park
Authors
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Perrin Ruth
- Department of Mathematics, University of Maryland, College Park
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Maria Cameron
- Department of Mathematics, University of Maryland, College Park
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Using Self-Consistent Integral Equations to Determine Percolation in Nonreciprocal Random Networks
ORAL
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Publication: Steinbock, Nonreciprocal random networks and their percolation properties, Phys. Rev. E 112, 044302 (2025)
Presenters
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Chanania Steinbock
- Johns Hopkins University
Authors
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Chanania Steinbock
- Johns Hopkins University
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Abstract Withdrawn
ORAL · Withdrawn
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