Erik M. Bollt
Affiliations: | Clarkson University, Potsdam, NY, United States |
Area:
MathematicsGoogle:
"Erik Bollt"Children
Sign in to add traineeAbd AlRahman Rasheed AlMomani | grad student | 2015- | Clarkson University |
James P. Bagrow | grad student | 2008 | Clarkson University |
Naratip Santitissadeekorn | grad student | 2008 | Clarkson University |
James P Bagrow | grad student | 2004-2008 | Clarkson University |
Jiongxuan Zheng | grad student | 2012 | Clarkson University |
Sean J. Kramer | grad student | 2013 | Clarkson University |
Ranil K. Basnayake | grad student | 2014 | Clarkson University |
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Publications
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Diggans CT, Bollt EM, Ben-Avraham D. (2022) Spanning trees of recursive scale-free graphs. Physical Review. E. 105: 024312 |
Surasinghe S, Bollt EM. (2020) On Geometry of Information Flow for Causal Inference. Entropy (Basel, Switzerland). 22 |
Diggans CT, Bollt EM, Ben-Avraham D. (2020) Stochastic and mixed flower graphs. Physical Review. E. 101: 052315 |
Dietrich F, Kooshkbaghi M, Bollt EM, et al. (2020) Manifold learning for organizing unstructured sets of process observations. Chaos (Woodbury, N.Y.). 30: 043108 |
AlMomani AAR, Sun J, Bollt E. (2020) How entropic regression beats the outliers problem in nonlinear system identification. Chaos (Woodbury, N.Y.). 30: 013107 |
Santitissadeekorn N, Bollt EM. (2020) Ensemble-based method for the inverse Frobenius–Perron operator problem: Data-driven global analysis from spatiotemporal “Movie” data Physica D: Nonlinear Phenomena. 411: 132603 |
Runge J, Bathiany S, Bollt E, et al. (2019) Inferring causation from time series in Earth system sciences. Nature Communications. 10: 2553 |
Gajamannage K, Paffenroth R, Bollt EM. (2019) A nonlinear dimensionality reduction framework using smooth geodesics Pattern Recognition. 87: 226-236 |
Bagrow JP, Bollt EM. (2019) An information-theoretic, all-scales approach to comparing networks Applied Network Science. 4 |
Kemeth FP, Haugland SW, Dietrich F, et al. (2018) An Emergent Space for Distributed Data with Hidden Internal Order through Manifold Learning. Ieee Access : Practical Innovations, Open Solutions. 6: 77402-77413 |