Summary
Objective
Design
Results
Conclusions
Keywords
Abbreviations:
OA (osteoarthritis), HT (hormone therapy), PECO (Population, Exposure, Comparison, Outcome), SMD (Standardized Mean Difference), SD (Standard Deviation), OARSI (Osteoarthritis Research Society International), ER-KO (Estrogen Receptor Knock Out), OVX (Overectomy), CTX-II (C-terminal cross-linked telopeptide of type II collagen), COMP (Cartilage oligomeric matrix protein), MMP13 (Matrix metallopeptidase 13), IL-6 (Interleukin-6), SERM (Selective estrogen receptor modulator), E2 (Estradiol), FSH (Follicle stimulating hormone), ODE (Ordinary differential equation), CI (Confidence interval)Introduction
Methods
Systematic review
Rigor and reproducibility assessment
Meta-analysis and other statistical analyses
Mathematical modeling
where SMD is the standardized mean difference between the estrogen-treated group vs the untreated group. SMD is defined such that zero indicates no difference in cartilage degeneration between the treated and untreated groups, positive values indicate more severe cartilage degeneration in the untreated group, and negative values indicate more severe cartilage degeneration in the treated group. The independent variable for simulations (either time after menopause induction that treatment was started or dosage) is represented by x. An ordinary differential equation (ODE) solver was used to predict the coefficient values, a and b, with the null hypothesis being that a and b are equal to zero (i.e., there is no relationship between timing/dosage and cartilage degeneration). For more information on the model, see the Supplementary Methods and Appendices S3–S5.
Results
Most studies investigating menopause-induced OA used young, ovariectomized rodents
- Oestergaard S.
- Sondergaard B.C.
- Hoegh-Andersen P.
- Henriksen K.
- Qvist P.
- Christiansen C.
- et al.


Cartilage degeneration is more severe in menopause-induced animals compared to age-matched controls

- Eckstein F.
- Collins J.E.
- Nevitt M.C.
- Lynch J.A.
- Kraus V.B.
- Katz J.N.
- et al.
- Rotterud J.H.
- Reinholt F.P.
- Beckstrom K.J.
- Risberg M.A.
- Aroen A.
The timing of estrogen treatment modulates beneficial effects on cartilage degeneration
- Oestergaard S.
- Sondergaard B.C.
- Hoegh-Andersen P.
- Henriksen K.
- Qvist P.
- Christiansen C.
- et al.

Estrogen dosage modulates beneficial effects on cartilage degeneration

Discussion
Conclusions
Author contributions
Conflict of interest statement
Acknowledgments
Appendix A. Supplementary data
- Supplementary Methods & Results
- Supplementary Tables
- Appendix S1
- Appendix S2
- Appendix S3
- Appendix S4
- Appendix S5
- Fig. S1
In comparison to age-matched, non-menopausal controls, some metrics of cartilage degeneration were significantly worse in menopausal groups. A) Meta analysis of histological score of cartilage degeneration including only studies that blinded analyses and randomized animals to each group. B) Meta analysis of type X collagen expression. C) Meta analysis of matrix metallopeptidase 13 (MMP13). D) Meta-analysis of interleukin-6 expression (IL-6). E) Meta-analysis of urinary cartilage oligomeric matrix protein (COMP).
- Fig. S2
Estradiol and selective estrogen receptor modulator (SERM) treatment affected some but not all markers of cartilage degeneration. A) Meta-analysis of interleukin-6 (IL-6) expression for estradiol treatment versus no treatment. B) Meta-analysis of urinary cartilage oligomeric matrix protein (COMP) for estradiol treatment versus no treatment. C) Meta analysis of urinary c-terminal cross-linked telopeptide of type II collagen (CTX-II) for estradiol treatment versus no treatment. D) Meta-analysis of IL-6 expression for SERM treatment versus no treatment. E) Meta-analysis of urinary COMP for SERM treatment versus no treatment.
- Fig. S3
Supplemental results from timing simulations. A) Distribution of root mean squared error (RMSE) values from quadratic model. B) Valid simulations generated from linear model. C) Distribution of RMSE values from linear model. D) How changes in a affect RMSE. E) How changes in b affect RMSE values. F) Simulations only including studies with mouse as the species. G) Simulations only including studies with knee as the joint under study. H) Simulations only including studies that were blinded.
- Fig. S4
Supplemental results from dosage simulations. A) Distribution of root mean squared error (RMSE) values from quadratic model. B) Valid simulations generated from linear model. C) Distribution of RMSE values from linear model. D) How changes in a affect RMSE. E) How changes in b affect RMSE values.
- Fig. S5
Sensitivity analyses for dosage studies. A) Valid simulations including only studies with a dosage less than 500 μg/kg/day. B) Simulations only including studies with mouse as the species. C) Simulations only including rats as the species. D) Simulations only including studies with knee as the joint under study and only studies that were blinded. E) Simulations only studies with hand as the joint under study.
- Fig. S6
Simulations using a combined model with both timing and dosage are inconclusive. A) Raw data included in simulation, with individual points indicating data from an individual study. B) Distribution of R2 values generated from valid models. C) Distribution of intercept values generated from valid models. D) Distribution of dosage slope values generated from valid models. E) Distribution of timing slope values generated from valid models.
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