Hana Dobrovolny, Ph.D.
Affiliations: | 1993-1997 | Physics & Mathematics | University of Winnipeg, Winnipeg, Manitoba, Canada |
1997-2000 | Physics | Bryn Mawr College, Bryn Mawr, PA, United States | |
2000-2008 | Physics | Duke University, Durham, NC | |
2008-2012 | Physics | Ryerson University, Toronto, Ontario, Canada | |
2012- | Physics | Texas Christian University, Fort Worth, TX, United States |
Area:
AMO, ChaosGoogle:
"Hana Dobrovolny"Bio:
http://personal.tcu.edu/hdobrovolny/Hana_Dobrovolny_CV.pdf
Mean distance: 14.02 | S | N | B | C | P |
Parents
Sign in to add mentorAlfonso M. Albano | grad student | 1997-2000 | Bryn Mawr College | |
(M.A. Thesis: On nonlinear time series analysis) | ||||
Daniel Gauthier | grad student | 2008 | Duke | |
(Spatial variation of cardiac restitution and the onset of alternans.) | ||||
Catherine Beauchemin | post-doc | 2008-2012 | Ryerson University |
Children
Sign in to add traineeAnthony Gerg | grad student | 2023- | Texas Christian University |
Lubna Pinky | grad student | 2013-2018 | Texas Christian University |
Thalia Rodriguez | grad student | 2013-2018 | Texas Christian University |
Hope Murphy | grad student | 2015-2018 | Texas Christian University |
Baylor Fain | grad student | 2018-2023 | Texas Christian University |
Gilberto Gonzalez-Parra | post-doc | 2014-2017 | Texas Christian University |
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Publications
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González-Parra G, Dobrovolny HM. (2024) Editorial: Mathematical foundations in biological modelling and simulation. Mathematical Biosciences and Engineering : Mbe. 21: 7084-7086 |
Glaschke S, Dobrovolny HM. (2024) Spatiotemporal spread of oncolytic virus in a heterogeneous cell population. Computers in Biology and Medicine. 183: 109235 |
Polavarapu N, Doty M, Dobrovolny HM. (2024) Exploring the treatment of SARS-CoV-2 with modified vesicular stomatitis virus. Journal of Theoretical Biology. 595: 111959 |
Noffel Z, Dobrovolny HM. (2024) Modeling the bystander effect during viral coinfection. Journal of Theoretical Biology. 594: 111928 |
Chiarelli A, Dobrovolny H. (2024) Viral Rebound After Antiviral Treatment: A Mathematical Modeling Study of the Role of Antiviral Mechanism of Action. Interdisciplinary Sciences, Computational Life Sciences |
Gadiyar I, Dobrovolny HM. (2023) Different routes of infection of H5N1 lead to changes in infecting time. Mathematical Biosciences. 367: 109129 |
Dobrovolny HM. (2023) Mathematical Modeling of Virus-Mediated Syncytia Formation: Past Successes and Future Directions. Results and Problems in Cell Differentiation. 71: 345-370 |
Guo E, Dobrovolny HM. (2023) Mathematical Modeling of Oncolytic Virus Therapy Reveals Role of the Immune Response. Viruses. 15 |
Buntval K, Dobrovolny HM. (2023) Modeling of oncolytic viruses in a heterogeneous cell population to predict spread into non-cancerous cells. Computers in Biology and Medicine. 165: 107362 |
Noffel Z, Dobrovolny HM. (2023) Quantifying the effect of defective viral genomes in respiratory syncytial virus infections. Mathematical Biosciences and Engineering : Mbe. 20: 12666-12681 |