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. 2016 Aug 18;7:356. doi: 10.3389/fphys.2016.00356

Table 2.

Results of the multiple regression analysis considering differences in HR (HR-diff) and RespRate (RespRate-diff), sex, and age as determinants of differences between Test and Retest in standard HRV parameters.

Test–Retest difference Parameters of multiple regression analysis
Determinant β p Multiple R2 F-test p
SDNN (ms) HR-diff −0.57 < 0.01 0.46 6.7 < 0.001
RespRate-diff −0.19 0.26
Sex 0.02 0.90
Age −0.05 0.70
RMSSD (ms) HR-diff −0.64 < 0.001 0.45 6.3 < 0.001
RespRate-diff −0.03 0.85
Sex −0.06 0.69
Age −0.04 0.77
pNN50 (%) HR-diff −0.64 < 0.001 0.41 5.4 < 0.01
RespRate-diff 0.09 0.61
Sex −0.01 0.93
Age −0.01 0.97
LF (ms2) HR-diff −0.35 0.07 0.29 3.1 < 0.05
RespRate-diff −0.25 0.19
Sex −0.02 0.90
Age −0.09 0.56
HF (ms2) HR-diff −0.35 0.06 0.34 4.1 < 0.01
RespRate-diff −0.32 0.09
Sex −0.01 0.97
Age −0.11 0.48
TP (ms2) HR-diff −0.41 < 0.05 0.41 5.4 < 0.01
RespRate-diff −0.32 0.08
Sex −0.01 0.96
Age −0.12 0.41
nLF (nu) HR-diff 0.31 0.14 0.14 1.3 0.31
RespRate-diff 0.02 0.94
Sex 0.001 0.99
Age −0.15 0.37
nHF (nu) HR-diff −0.31 0.14 0.14 1.3 0.31
RespRate-diff −0.02 0.94
Sex 0.001 0.99
Age 0.15 0.37
LF/HF HR-diff 0.14 0.50 0.11 1.0 0.43
RespRate-diff 0.11 0.62
Sex −0.11 0.55
Age −0.23 0.18

All independent variables (Test-Retest differences in HRV parameters) and determinants (HR-diff and RespRate-diff) presented normal distribution.