Phone: (864) 656-1524
Fax: (864) 656-5230
MS in Mathematics from Virginia Polytechnic Institute and State University, 2003
BA in Computer Science from American University in Bulgaria, 2001
Polynomial maps over finite fields
Discrete models of biochemical networks
Gröbner fans of zero-dimensional ideals
"Data selection for unique model identification," NSF (2014-2017).
AWM-NSF Travel Grant (2013).
2011 Mathematical Sciences Faculty Teaching Award, Department of Mathematical Sciences, Clemson University (2011).
“Developing discrete network models to discover transcriptional regulation of peach fruit color,” University Research Grant Committee (URGC) (2011).
- Dimitrova, E.S. (2015). Molecular network control through Boolean canalization. EURASIP Journal on Bioinformatics and Systems Biology, 2015:9.
- Dimitrova, E.S., Yordanov, O.I., Matache, M.T. (2015). A difference equation for tracking perturbations in systems of Boolean nested canalyzing functions. Physical Review Letters E, 91(6), 062812.
- Le Pape, S., Dimitrova, E.S., Hannaert, P., Konovalov, A.,Volmer, R., Ron, D., Thuillier, R., Hauet, H. (2014). Polynomial algebra as a tool to identify potential therapeutic targets: an application to ischemia-reperfusion injury. FEBS Letters, 588(17), pp. 3062-7.
- Stigler, B. and Dimitrova, E.S. (2014). Data Identification and Characterization for Improving Gene Network Inference. Accepted in Bulletin of Mathematical Biology.
- Dimitrova, E.S. and Stigler, B. (2013). Inferring the Topology of Gene Regulatory Networks: An Algebraic Approach to Reverse Engineering. In “Mathematical Concepts and Methods in Modern Biology,” Eds. Hodge, T. and Robeva, R. Elsevier.
- Layne, L., Dimitrova, E.S., Macauley, M. (2012). Nested canalyzing depth and network stability. Bulletin of Mathematical Biology, 74(2), pp. 422-433.
- Dimitrova, E.S., Mitra, I., Jarrah, A.S. (2011). Probabilistic polynomial dynamical systems for reverse engineering of gene regulatory networks. EURASIP J. on Bioinformatics and Systems Biology, 2011:1, pp. 1-33.