File:Human ovary non-growing follicle model 02.jpg

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Human Ovary Non-Growing Follicle NuModel

The best model for the establishment of the Non-Growing Follicle (NGF) population after conception, and the subsequent decline until age at menopause is described by an ADC model with parameters = 5.56 (95% CI 5.38–5.74), = 25.6 (95% CI 24.9–26.4), = 52.7 (95% CI 51.1–54.2), = 0.074 (95% CI 0.062–0.085), and = 24.5 (95% CI 20.4–28.6). Our model has correlation coefficient = 0.81, fit standard error = 0.46 and F-value = 364.


The figure shows the dataset (n = 325), the model, the 95% prediction limits of the model, and the 95% confidence interval for the model. The horizontal axis denotes age in months up to birth at age zero, and age in years from birth to 51 years.


Links: ovary | oocyte | Human ovary non-growing follicle model 02.jpg | File:Human ovary non-growing follicle model.jpg

Reference

Wallace WH & Kelsey TW. (2010). Human ovarian reserve from conception to the menopause. PLoS ONE , 5, e8772. PMID: 20111701 DOI.

Copyright

© 2010 Wallace, Kelsey. This is an open-access article distributed under the terms of the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original author and source are credited.

Figure 1. Journal.pone.0008772.g001.jpg doi/10.1371/journal.pone.0008772.g001


Cite this page: Hill, M.A. (2024, June 21) Embryology Human ovary non-growing follicle model 02.jpg. Retrieved from https://embryology.med.unsw.edu.au/embryology/index.php/File:Human_ovary_non-growing_follicle_model_02.jpg

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© Dr Mark Hill 2024, UNSW Embryology ISBN: 978 0 7334 2609 4 - UNSW CRICOS Provider Code No. 00098G

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current10:11, 6 November 2011Thumbnail for version as of 10:11, 6 November 20111,200 × 918 (161 KB)S8600021 (talk | contribs)==Human Ovary Non-Growing Follicle NuModel== The best model for the establishment of the NGF population after conception, and the subsequent decline until age at menopause is described by an ADC model with parameters = 5.56 (95% CI 5.38–5.74), = 25.

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