Pages that link to "Item:Q253344"

The following pages link to Multiple stable periodic solutions in a model for hormonal control of the menstrual cycle (Q253344):

Displaying 23 items.

• A mathematical model of the bovine oestrous cycle: simulating outcomes of dietary and pharmacological interventions (Q293836) (← links)
• Dynamics and bifurcation of a model for hormonal control of the menstrual cycle with inhibin delay (Q427089) (← links)
• Modeling endocrine regulation of the menstrual cycle using delay differential equations (Q472762) (← links)
• Bifurcation analysis of a menstrual cycle model reveals multiple mechanisms linking testosterone and classical PCOS (Q485645) (← links)
• A mathematical model of the human menstrual cycle for the administration of GnRH analogues (Q530447) (← links)
• Multiple stable periodic oscillations in a mathematical model of CTL response to HTLV-I infection (Q635905) (← links)
• A lifelong model for the female reproductive cycle with an antimüllerian hormone treatment to delay menopause (Q745055) (← links)
• A mathematical model for the actions of activin, inhibin, and follistatin on pituitary gonado\-trophs (Q839944) (← links)
• Bifurcation analysis of a model for hormonal regulation of the menstrual cycle (Q975956) (← links)
• A model for hormonal control of the menstrual cycle: structural consistency but sensitivity with regard to data (Q1625941) (← links)
• A model of ovulatory regulation examining the effects of insulin-mediated testosterone production on ovulatory function (Q2013441) (← links)
• Structure probing neural network deflation (Q2124019) (← links)
• A nonlinear delayed model for the immune response in the presence of viral mutation (Q2148172) (← links)
• Hormonal regulation of ovarian follicle growth in humans: model-based exploration of cycle variability and parameter sensitivities (Q2159008) (← links)
• A complex mathematical model of the human menstrual cycle (Q2219710) (← links)
• A simple mathematical model of the bovine estrous cycle: follicle development and endocrine interactions (Q2263452) (← links)
• A mathematical model of pulse-coded hormone signal responses in pituitary gonadotroph cells (Q2439166) (← links)
• Modeling endocrine control of the pituitary-ovarian axis: androgenic influence and chaotic dynamics (Q2440893) (← links)
• Global dynamics of Nicholson's blowflies equation revisited: onset and termination of nonlinear oscillations (Q2637623) (← links)
• The mathematical model of the female menstrual cycle and its modifications (Q2718454) (← links)
• A delay differential equation model of follicle waves in women (Q3304623) (← links)
• Reduced model for female endocrine dynamics: validation and functional variations (Q6157780) (← links)
• Differential flatness properties and multivariable adaptive fuzzy control of hormonal system dynamics (Q6180005) (← links)