Skip to main content
. 2019 Jan 23;14(1):e0211051. doi: 10.1371/journal.pone.0211051

Table 5. Idiosyncratic determinants of sway amplitude.

R2 MARS Model
FA_EO ML 0.13 BF1 = max(0, AGE-40),
y = 6.09 + 0.09*BF1
FA_EC ML 0.22 BF1 = max(0, AGE-32), BF2 = max(0, 1-SEX), BF3 = BF2 * max(0, 27-AGE)
y = 6.49 + 0.04*BF1–1.03*BF2 + 0.38*BF3
FT_EO ML 0.25 BF1 = max(0, 42-AGE), BF2 = max(0, 1-SEX), BF3 = max(0, 58-AGE)
y = 9.34 + 0.21*BF1–0.96*BF2–0.16*BF3
FT EC ML 0.22 BF1 = max(0, AGE-28), BF2 = max(0, 28-AGE), BF3 = max(0, SEX), BF4 = max(0, HEI-1.77) * max(0, AGE -43)
y = 7.34 + 0.06*BF1 + 0.29*BF2 + 1.57*BF3 + 3.57*BF4
FF EO ML 0.10 BF1 = max(0, SEX), BF2 = max(0, HEI -1.67) * max(0, AGE -60)
y = 7.09 + 1.51*BF1 + 8.98*BF2
FF_EC ML 0.26 BF1 = max(0, AGE-28), BF2 = max(0, 28-SEX), BF3 = max(0, SEX)
y = 8.23 + 0.13*BF1 + 0.74*BF2 + 1.62*BF3
OA EO AP 0.21 BF1 = max(0, AGE-40) * max(0, 3.5-EXE)
y = 16.11 + 0.08*BF1
OA_EO ML 0.36 BF1 = max(0, AGE-27)*max(0, MAS-67), BF2 = max(0, AGE -27)*max(0, EXE-3.5),
BF3 = max(0, MAS-82), BF4 = BF3 * max(0, 35 -AGE), BF5 = max(0, 82-MAS) * max(0, AGE-27), BF6 = max(0, 82-MAS) * max(0, 27-AGE)
y = 10.05 + 0.04*BF1–0.07*BF2–1.03*BF3 + 0.15*BF4 + 0.01*BF5 + 0.06*BF6
OA_EC AP 0.33 BF1 = max(0, AGE-32), BF2 = BF1 * max(0, EXE-3), BF3 = max(0, 1.75-HEI), BF4 = max(0, 65-MAS) * max(0, 32-AGE)
y = 37.37 + 1.47*BF1–0.25*BF2–110.20*BF3 + 0.46*BF4
OA_EC ML 0.27 BF1 = max(0, 33-AGE), BF2 = max(0, 46-AGE)
y = 108.31 + 10.73*BF1–5.49*BF2
BA_EO AP 0.22 BF1 = max(0, AGE-29), BF2 = max(0, 29-AGE)
y = 36.05 + 0.83*BF1 + 2.38*BF2
BA_EO ML 0.14 BF1 = max(0, 29-AGE), BF2 = max(0, AGE-29) * max(0, HEI-1.79)
y = 139.65 + 7.67*BF1 + 70.05*BF2

Results of the MARS models. Sway amplitude (RMS) for each standing task is the dependent variable (y). Predictors are age (AGE), sex (SEX), height, (HEI), mass (MAS), and exercise (EXE). BF: basis function. AP: anteroposterior. ML: mediolateral. EC: eyes closed. EO: eyes open. For other abbreviations, see Table 2.