@article{michael2023platelet,title={Combined computational modeling and experimental study of the biomechanical mechanisms of platelet-driven contraction of fibrin clots},author={Michael, Christian and Pancaldi, Francesco and Britton, Samuel and Kim, Oleg and Peshkova, Alina D. and Vo, Khoi and Xu, Zhiliang and Litvinov, Rustem I. and Weisel, John W. and Alber, Mark},journal={Communications Biology},volume={6},number={1},pages={869},year={2023},publisher={Nature Publishing Group},doi={10.1038/s42003-023-05240-z},}
2022
MIIR
Commitment Planning for Drawdown Vehicles in a Stochastic Setting
J. Adriazola, A. Chen, P. R. Kramer, and 4 more authors
2022
Output of the 38th Mathematical Problems in Industry (MPI) Workshop Study Group, Worcester Polytechnic Institute. K. Vo contributed as a team member.
@techreport{miir2022commitment,title={Commitment Planning for Drawdown Vehicles in a Stochastic Setting},author={Adriazola, J. and Chen, A. and Kramer, P. R. and Sikorski, K. and Sturm, S. and Wey, A. and Vo, K.},institution={Mathematics in Industry Reports, Cambridge Open Engage},year={2022},doi={10.33774/miir-2022-s5853},note={Output of the 38th Mathematical Problems in Industry (MPI) Workshop Study Group, Worcester Polytechnic Institute. K. Vo contributed as a team member.}}
GSMMC
Symmetric and asymmetric cell division and modeling of interacting cell populations in the colonic crypt
Amanda Albright, Maia Van Bonn, Kapil Chawla, and 5 more authors
@techreport{gsmmc2022crypt,title={Symmetric and asymmetric cell division and modeling of interacting cell populations in the colonic crypt},author={Albright, Amanda and Van Bonn, Maia and Chawla, Kapil and Lawal, Maruf and Saghafi, Soheil and Tsiorintsoa, Sandra Annie and Upreti, Chahat and Vo, Khoi},institution={17th Graduate Student Mathematical Modeling Camp (GSMMC), University of Delaware},year={2022},month=jun,}
2021
Notes
A proof of the Prime Number Theorem using the Tchebychev function and its cousin function
Khoi Vo
Dec 2021
Term paper, Math 245: Analytic Number Theory, University of California, Riverside
@unpublished{vo2021pnt,title={A proof of the Prime Number Theorem using the Tchebychev function and its cousin function},author={Vo, Khoi},year={2021},month=dec,note={Term paper, Math 245: Analytic Number Theory, University of California, Riverside},}