Robert M. Ziff
Affiliations: | 1982- | Chemical Engineering | University of Michigan, Ann Arbor, Ann Arbor, MI |
Area:
simulation and study of flow of fluid through porous rock, gelation, the spread of epidemics, and chemical reactionsWebsite:
http://www.engin.umich.edu/college/about/people/profiles/u-to-z/robert-ziffGoogle:
"Robert M. Ziff"Mean distance: 9.29
Cross-listing: MichiganTree
Parents
Sign in to add mentor| George Eugene Uhlenbeck | grad student | 1976 | Rockefeller (Physics Tree) | |
| (The ideal Bose-Einstein gas, revisited) | ||||
Children
Sign in to add trainee| Kristen A. Fichthorn | grad student | 1989 | University of Michigan |
| Richard Dennis Vigil | grad student | 1985-1990 | University of Michigan |
| Michael A. DeBolt | grad student | 2000 | University of Michigan |
| Christian D. Lorenz | grad student | 2002 | University of Michigan |
| Tanyarut Boontheekul | grad student | 2006 | University of Michigan |
| Yu Ching Yung | grad student | 2008 | University of Michigan |
| David A. Adams | grad student | 2011 | University of Michigan |
BETA: Related publications
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Publications
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| Xun Z, Ziff RM. (2020) Bond percolation on simple cubic lattices with extended neighborhoods. Physical Review. E. 102: 012102 |
| Xun Z, Ziff RM. (2020) Precise bond percolation thresholds on several four-dimensional lattices Physical Review Research. 2 |
| Bianconi G, Kryven I, Ziff RM. (2019) Percolation on branching simplicial and cell complexes and its relation to interdependent percolation. Physical Review. E. 100: 062311 |
| Kubala P, Cieśla M, Ziff RM. (2019) Random sequential adsorption of particles with tetrahedral symmetry. Physical Review. E. 100: 052903 |
| Kryven I, Ziff RM, Bianconi G. (2019) Renormalization group for link percolation on planar hyperbolic manifolds. Physical Review. E. 100: 022306 |
| Unruean P, Plianwong T, Pruksawan S, et al. (2019) Kinetic Monte-Carlo Simulation of Methane Steam Reforming over a Nickel Surface Catalysts. 9: 946 |
| Huang W, Hou P, Wang J, et al. (2018) Critical percolation clusters in seven dimensions and on a complete graph. Physical Review. E. 97: 022107 |
| Mertens S, Jensen I, Ziff RM. (2017) Universal features of cluster numbers in percolation. Physical Review. E. 96: 052119 |
| Ziff RM, Torquato S. (2017) Percolation of disordered jammed sphere packings Journal of Physics A. 50: 85001 |
| Flores SM, Simmons JJH, Kleban P, et al. (2017) A formula for crossing probabilities of critical systems inside polygons Journal of Physics a: Mathematical and Theoretical. 50: 064005 |