measurement
The ARIMA (1,1,1) model, which accounts for a stochastic trending component (d = 1), confirmed the seasonality of testosterone with a mean of 1.84, standard error of 0.10, estimated sigma2 of 1.84, log likelihood of 38.4, AIC of 61.39, and BIC of 75.18.
Authors
Sources
- Seasonal Changes of Serum Gonadotropins and Testosterone in ... www.frontiersin.org via serper
Referenced by nodes (1)
- testosterone concept