Mathematical modeling of the Candida albicans yeast to hyphal transition reveals novel control strategies is a research paper published in PLoS Computational Biology (2021). On theSindex it has a DataRank of 0. It has been cited 23 times.
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National Science Foundation
Grant: PHY-1545832
National Science Foundation
Grant: MCB-1715826
National Science Foundation
Grant: IIS-1814405
National Institute of General Medical Sciences
Grant: R35GM124594
Kamangar Family
Grant: Endowed chair
National Institutes of Health
Grant: R011AI135128
National Institutes of Health
Grant: U01EB024501
National Institutes of Health
Grant: R01GM127909
National Science Foundation
Grant: CBET-1750183
National Institutes of Health
Grant: R01DE013986
NIAID NIH HHS
Grant: R01 AI135128
National Science Foundation
Grant: 1814405
III: Small: Collaborative Research: Network Analysis and Anomaly Detection via Global Curvatures
National Institutes of Health
Grant: 5R01GM127909-04
Control of heterogeneous microbial communities using model-based multi-objective optimization
National Science Foundation
Grant: 1750183
EAGER: Modular design of multiscale models, with an application to the innate immune response to fungal respiratory pathogens
National Institutes of Health
Grant: 1U01EB024501-01
Modular design of multiscale models, with an application to the innate immune response to fungal respiratory pathogens.
National Science Foundation
Grant: 1715826
Systems Biology of Plant Heterotrimeric G-protein Signaling in Overlapping Pathways Regulating Stomatal Closure
National Institutes of Health
Grant: 5R01DE013986-10
Oral Epithelial Cells, Candida and PMN Activation
National Institutes of Health
Grant: 5R35GM124594-05
Genetic regulation of inter- and intra-species microbial community formation
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