Papers:

1) Gonzalez, A., and Holcomb, D., Evolution of the stochastic Airy eigenvalues under a changing boundary, preprint, October, 2018. here

2) Holcomb, D., The random matrix hard edge: rare events and a transition, Elec. J. Prob, v. 23, p. 1-20 (2018). here

3) Holcomb, D., and Paquette, E., The maximum deviation of the Sine-beta counting process, Elec. Comm. Prob., v. 23, p.1-13 (2018). here

4) Holcomb, D. and Paquette, E., Tridiagonal Models for Dyson Brownian Motion, https://arxiv.org/abs/1707.02700, July 2017. here

5) Holcomb, D. and Valkó, B., Overcrowding asymptotics for the Sine

6) Holcomb, D. and Valkó B., Large deviations for the Sine

7) Holcomb, D. and Moreno-Flores, G., Edge Scaling of the β-Jacobi Ensemble, J. Stat Phys, 149:1136-1160, December 2012. here

Other:

1) Holcomb, D. and Virág, B., "An introduction to operator limits of random matrices,''

in Borodin, A., Corwin, I.,and Guionnet, A. (ed)

2) Holcomb, D.,

completed under the supervision of Benedek Valkó at the University of Wisconsin, Madison (2014). here (thesis)

3) Holcomb, D.,

The first half of this monograph includes portions of of the notes that were later expanded to become the book chapter 'An introduction to operator limits of random matrices.' here (monograph)