A model for the identification of hormone pulses
- 1 March 1991
- journal article
- research article
- Published by Wiley in Statistics in Medicine
- Vol. 10 (3) , 329-340
- https://doi.org/10.1002/sim.4780100305
Abstract
Several hormones are released into the blood in a pulsating manner, that is, in short bursts which cause a rapid increase in the circulating concentration. The concentration then declines due to excretion, chemical breakdown, and redistribution into other compartments. Based on a series of observations of the level of hormone in the blood, investigators desire to quantify characteristics of these pulses, that is, timing, amplitude and rate of decay. We describe a statistical model for hormone pulse data and introduce a new method for estimating the characteristics of the pulses.Keywords
This publication has 20 references indexed in Scilit:
- A Non-Gaussian Model for Time Series with PulsesJournal of the American Statistical Association, 1989
- Detection and characterization of peaks and estimation of instantaneous secretory rate for episodic pulsatile hormone secretionComputers and Biomedical Research, 1986
- Ba2+ inhibition of VIP- and A23187-stimulated Cl- secretion by T84 cell monolayersAmerican Journal of Physiology-Cell Physiology, 1986
- Cycle Detection: A Technique for Estimating the Frequency and Amplitude of Episodic Fluctuations inBlood Hormone and Substrate Concentrations*Endocrinology, 1983
- Characterization of Cephalic Arteriovenous LH Differences by Continuous Sampling in Ovariectomized SheepNeuroendocrinology, 1982
- Human Pituitary HormonesPublished by Springer Nature ,1981
- Pulsatile Secretion of Luteinizing Hormone: Differential Suppression by Ovarian Steroids*Endocrinology, 1980
- Episodic Luteinizing Hormone Secretion in Man PULSE ANALYSIS, CLINICAL INTERPRETATION, PHYSIOLOGIC MECHANISMSJournal of Clinical Investigation, 1973
- Patterns of Pituitary Release and Cranial Output of LH and Prolactin in Ovariectomized EwesEndocrinology, 1972
- Elimination of Linear Parameters in Nonlinear RegressionTechnometrics, 1971