Erin Beckman, Associate In Research

I am a 6th year student working with Dr. James Nolen. I am interested in the study of branching process and interacting particle systems. My current work focuses on the long time behavior of these systems and their hydrodynamic limits. 

Please note: Erin has left the Mathematics department at Duke University; some info here might not be up to date.

Contact Info:

Office Location:	42 Lost Pond Cir., the, Woodlands, 77381
Office Phone:	+1 919 660 2800
Email Address:
Web Page:	http://beckmanerin.wixsite.com/math

Office Hours:

Help Room Hours:
Mondays 6-8 PM 
Classroom Building 132

Education:

BS

The University of Texas at Austin

2012

Specialties:

Probability
Mathematical Biology
Analysis

Research Interests:

Partial differential equations, Probability, Stochastic processes

Recent Publications

1. Beckman, E; Frank, N; Jiang, Y; Junge, M; Tang, S, The frog model on trees with drift, Electronic Communications in Probability, vol. 24 (January, 2019), Institute of Mathematical Statistics [doi]  [abs]
2. Beckman, E; Dinan, E; Durrett, R; Huo, R; Junge, M, Asymptotic behavior of the brownian frog model, Electronic Journal of Probability, vol. 23 (January, 2018), Institute of Mathematical Statistics [doi]  [abs]
3. Cristali, I; Ranjan, V; Steinberg, J; Beckman, E; Durrett, R; Junge, M; Nolen, J, Block size in geometric(P)-biased permutations, Electronic Communications in Probability, vol. 23 (January, 2018) [doi]  [abs]