Maria K. Cameron, Ph.D.
Affiliations: | Mathematics | University of Maryland, College Park, College Park, MD | |
| 2007 | University of California, Berkeley, Berkeley, CA, United States |
Area:
Applied mathematics, Computational physics, Partial differential equationsGoogle:
"Maria Cameron"Parents
Sign in to add mentor| James A. Sethian | grad student | 2007 | UC Berkeley | |
| (Seismic velocity estimation from time migration.) | ||||
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Publications
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| Cameron M, Yang S. (2019) Computing the quasipotential for highly dissipative and chaotic SDEs. An application to stochastic Lorenz'63 Arxiv: Dynamical Systems. 14: 207-246 |
| Yang S, Potter SF, Cameron MK. (2019) Computing the quasipotential for nongradient SDEs in 3D Journal of Computational Physics. 379: 325-350 |
| Potter SF, Cameron MK. (2019) Ordered Line Integral Methods for Solving the Eikonal Equation Journal of Scientific Computing. 81: 2010-2050 |
| Dahiya D, Cameron M. (2018) An Ordered Line Integral Method for computing the quasi-potential in the case of variable anisotropic diffusion Physica D: Nonlinear Phenomena. 1: 33-45 |
| Dahiya D, Cameron M. (2018) Ordered Line Integral Methods for Computing the Quasi-Potential Journal of Scientific Computing. 75: 1351-1384 |
| Gan T, Cameron M. (2017) A Graph-Algorithmic Approach for the Study of Metastability in Markov Chains Journal of Nonlinear Science. 27: 927-972 |
| Cameron M, Gan T. (2016) Spectral analysis and clustering of large stochastic networks. Application to the Lennard-Jones-75 cluster Molecular Simulation. 42: 1410-1428 |
| Cameron MK. (2014) Metastability, spectrum, and eigencurrents of the Lennard-Jones-38 network. The Journal of Chemical Physics. 141: 184113 |
| Cameron MK. (2014) Computing the asymptotic spectrum for networks representing energy landscapes using the minimum spanning tree Networks and Heterogeneous Media. 9: 383-416 |
| Cameron M, Vanden-Eijnden E. (2014) Flows in Complex Networks: Theory, Algorithms, and Application to Lennard-Jones Cluster Rearrangement Journal of Statistical Physics. 156: 427-454 |