Edward C. Waymire
Affiliations: | Oregon State University, Corvallis, OR |
Area:
MathematicsGoogle:
"Edward Waymire"Children
Sign in to add trainee| John C. Orum | grad student | 2004 | Oregon State |
| Uran Chu | grad student | 2013 | Oregon State |
| Torrey Johnson | grad student | 2013 | Oregon State |
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Publications
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| Dascaliuc R, Michalowski N, Thomann E, et al. (2015) Symmetry breaking and uniqueness for the incompressible Navier-Stokes equations. Chaos (Woodbury, N.Y.). 25: 075402 |
| Dey PS, Waymire EC. (2015) On normalized multiplicative cascades under strong disorder Electronic Communications in Probability. 20 |
| Appuhamillage TA, Bokil VA, Thomann EA, et al. (2014) Skew Disperson and Continuity of Local Time Journal of Statistical Physics. 156: 384-394 |
| Ramirez JM, Thomann EA, Waymire EC. (2013) Advection-dispersion across interfaces Statistical Science. 28: 487-509 |
| Waymire EC. (2013) About the cover: ARS conjectandi and Jacques Bernoulli Bulletin of the American Mathematical Society. 50: 469-472 |
| Johnson T, Waymire EC. (2011) Tree polymers in the infinite volume limit at critical strong disorder Journal of Applied Probability. 48: 885-891 |
| Ramirez JM, Thomann EA, Waymire EC, et al. (2008) A note on the theoretical foundations of particle tracking methods in heterogeneous porous media Water Resources Research. 44 |
| Chen L, Guenther RB, Kim SC, et al. (2008) A rate of convergence for the LANS α regularization of Navier-Stokes equations Journal of Mathematical Analysis and Applications. 348: 637-649 |
| Ramirez JM, Thomann EA, Waymire EC, et al. (2006) A generalized Taylor-Aris formula and skew diffusion Multiscale Modeling and Simulation. 5: 786-801 |
| Waymire EC. (2006) Two highly singular intermittent structures: Rain and turbulence Water Resources Research. 42 |