Normally and asymmetrically distributed data were expressed as mean ± standard deviation and median (interquartile range), respectively. Sleep-onset latency values were naturally log-transformed due to skewed distribution. The net PIPR change was classified into three groups according to the following tertiles: low (−12.52% to −0.11%), intermediate (−0.07% to 3.51%), and high (3.60% to 22.45%) (
Supplementary Fig. S1). Trends analyses were conducted to evaluate the association between the tertile groups of net PIPR change and normally distributed or categorical variables using linear or logistic regression models, respectively. The Jonckheere–Terpstra test was used for the analysis of variables with asymmetrical distribution. Categorical data were analyzed using the χ
2 test, whereas continuous data with a normal and asymmetrical distribution were analyzed using an unpaired
t-test and the Mann–Whitney
U test, respectively. Adjusted mean objective sleep parameters (total sleep time, sleep efficiency, wake after sleep onset, and sleep-onset latency) were assessed using analysis of covariance. Odds ratios (ORs) for subjective sleep disturbance with 95% confidence intervals (CIs) were calculated using a multivariable logistic regression model. Age and other variables that were marginally associated with net PIPR change and sleep disturbance (
P < 0.2) in the univariate model were selected as potential confounders, including age (per year), sex (male or female), alcohol consumption (>30 g/d), diabetes (yes or no), benzodiazepine use (yes or no), and day length (per tertile). The interaction effects of net PIPR change (χ
1: high-, intermediate-, and low-tertile groups according to net PIPR changes of 0, 1, and 2, respectively) and the severity of glaucoma (χ
2: non-severe glaucoma, 0; severe glaucoma, 1) on subjective sleep disturbance and objective sleep quality were assessed by adding an interaction term (χ
1 × χ
2) to the logistic and linear regression formulas, respectively. All statistical analyses were performed using SPSS Statistics 28 (IBM, Chicago, IL, USA), with a two-side
P < 0.05 indicating statistical significance.