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职业迁徙
个人简介
My research is in mathematical biology, in particular related to questions about protein transport in cells. Understanding how proteins move and organize inside cells is a fundamental question in cell biology, with implications to our knowledge of healthy cell function and proper organism development. I use mathematical modeling, analysis, and simulation to address questions about molecular-motor driven transport and protein filament organization. I use tools drawing from dynamical systems and partial differential equations, stochastic processes, and data analysis. I collaborate with experimental researchers on problems related to messenger RNA localization in oocytes, neurofilament transport in axons, and actomyosin interactions in biological ring channels.
Up-to-date information about my research can be found here: https://services.math.duke.edu/~ciocanel/ .
Current Research Interests
I am currently interested in understanding how differences in motor proteins may lead to different filament organization inside cells. I am also pursuing research projects using agent-based modeling and topological data analysis to give insights into time-series data from cell biology experiments or simulations. I am also working with a neuroscience collaborator on understanding microtubule polarity mechanisms in neuronal development.
I also support leveraging mathematics and computation to give insights into social justice issues, and work on projects related to transparent federal sentencing
Up-to-date information about my research can be found here: https://services.math.duke.edu/~ciocanel/ .
Current Research Interests
I am currently interested in understanding how differences in motor proteins may lead to different filament organization inside cells. I am also pursuing research projects using agent-based modeling and topological data analysis to give insights into time-series data from cell biology experiments or simulations. I am also working with a neuroscience collaborator on understanding microtubule polarity mechanisms in neuronal development.
I also support leveraging mathematics and computation to give insights into social justice issues, and work on projects related to transparent federal sentencing
研究兴趣
论文共 22 篇作者统计合作学者相似作者
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Maria-Veronica Ciocanel, Lee Ding, Lucas Mastromatteo, Sarah Reichheld,Sarah Cabral,Kimberly Mowry,Björn Sandstede
Bulletin of Mathematical Biologyno. 4 (2024): 1-28
JOURNAL OF INSTITUTIONAL AND THEORETICAL ECONOMICS-ZEITSCHRIFT FUR DIE GESAMTE STAATSWISSENSCHAFTno. 1 (2023): 92-113
MATHEMATICAL BIOSCIENCES AND ENGINEERINGno. 2 (2023): 3023-3046
Humanities and Social Sciences Communicationsno. 1 (2023): 1-1
Joseph Benson, Mariya Bessonov, Korana Burke,Simone Cassani,Maria-Veronica Ciocanel,Daniel B. Cooney,Alexandria Volkening
arxiv(2022)
Philosophical transactions. Series A, Mathematical, physical, and engineering sciencesno. 2213 (2021): 20200273-20200273
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