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James F. Selgrade

Affiliations: 
North Carolina State University, Raleigh, NC 
Area:
Mathematics
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"James Selgrade"
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Children

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Leona A. Harris grad student 2001 NCSU
Roger D. Pasteur grad student 2008 NCSU
Rebecca I. Kalhorn grad student 2009 NCSU
Kathryn J. Bostic grad student 2010 NCSU
Angelean O. Hendrix grad student 2013 NCSU
Alison J. Margolskee grad student 2013 NCSU

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Publications

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Wright AA, Fayad GN, Selgrade JF, et al. (2020) Mechanistic model of hormonal contraception. Plos Computational Biology. 16: e1007848
Graham EJ, Selgrade JF. (2017) A model of ovulatory regulation examining the effects of insulin-mediated testosterone production on ovulatory function. Journal of Theoretical Biology
Panza NM, Wright AA, Selgrade JF. (2016) A delay differential equation model of follicle waves in women. Journal of Biological Dynamics. 10: 200-21
Harris LA, Selgrade JF. (2014) Modeling endocrine regulation of the menstrual cycle using delay differential equations. Mathematical Biosciences. 257: 11-22
Hendrix AO, Selgrade JF. (2014) Bifurcation analysis of a menstrual cycle model reveals multiple mechanisms linking testosterone and classical PCOS. Journal of Theoretical Biology. 361: 31-40
Hendrix AO, Hughes CL, Selgrade JF. (2014) Modeling endocrine control of the pituitary-ovarian axis: androgenic influence and chaotic dynamics. Bulletin of Mathematical Biology. 76: 136-56
Hendrix AO, Selgrade JF. (2014) Bifurcation analysis of a menstrual cycle model reveals multiple mechanisms linking testosterone and classical PCOS Journal of Theoretical Biology. 361: 31-40
Margolskee A, Selgrade JF. (2013) A lifelong model for the female reproductive cycle with an antimüllerian hormone treatment to delay menopause. Journal of Theoretical Biology. 326: 21-35
Margolskee A, Selgrade JF. (2011) Dynamics and bifurcation of a model for hormonal control of the menstrual cycle with inhibin delay. Mathematical Biosciences. 234: 95-107
Pasteur RD, Selgrade JF. (2011) A deterministic, mathematical model for hormonal control of the menstrual cycle Understanding the Dynamics of Biological Systems: Lessons Learned From Integrative Systems Biology. 39-58
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