Table 8.

Multiple linear regression results for healthy bilinguals.

Dependent variableIndependent variableBSEtPr (> |t|)p-adj
SS cluster size (Intercept) 1.995 0.139 14.334 <0.001*** <0.001*** 
L2 Component 1 (Background/Environment) 0.250 0.156 1.599 0.125 0.125 
SS switches (Intercept) −18.343 6.170 −2.973 0.008** 0.0163* 
PAPT 27.133 6.497 4.176 <0.001*** 0.002** 
L1 Component 1 (Background/Exposure) 0.838 0.438 1.911 0.072 0.087 
L2 Component 1 (Background/Environment) −0.790 0.436 −1.811 0.087 0.087 
FS cluster size (Intercept) −2.929 3.238 −0.905 0.377 0.377 
PAPT 9.486 5.111 1.856 0.079 0.163 
L1 BAT −4.478 2.660 −1.683 0.109 0.163 
FS switches (Intercept) −1.804 3.730 −0.484 0.634 0.634 
L1 BAT 9.176 3.995 2.297 0.033* 0.065 
Dependent variableIndependent variableBSEtPr (> |t|)p-adj
SS cluster size (Intercept) 1.995 0.139 14.334 <0.001*** <0.001*** 
L2 Component 1 (Background/Environment) 0.250 0.156 1.599 0.125 0.125 
SS switches (Intercept) −18.343 6.170 −2.973 0.008** 0.0163* 
PAPT 27.133 6.497 4.176 <0.001*** 0.002** 
L1 Component 1 (Background/Exposure) 0.838 0.438 1.911 0.072 0.087 
L2 Component 1 (Background/Environment) −0.790 0.436 −1.811 0.087 0.087 
FS cluster size (Intercept) −2.929 3.238 −0.905 0.377 0.377 
PAPT 9.486 5.111 1.856 0.079 0.163 
L1 BAT −4.478 2.660 −1.683 0.109 0.163 
FS switches (Intercept) −1.804 3.730 −0.484 0.634 0.634 
L1 BAT 9.176 3.995 2.297 0.033* 0.065 

Note. All significant results are marked in bold. SS = Self-Switch; FS = Forced-Switch; L1 BAT = Bilingual Aphasia Test, L1; L2 BAT = Bilingual Aphasia Test, L2; PAPT = Pyramids and Palm Trees (Howard & Patterson, 1992). *p < 0.05; **p < 0.01; ***p < 0.001. Adjusted p values were calculated via the Benjamini Hochberg procedure using the Multcomp package in R (https://cran.r-project.org/web/packages/multcomp/index.html).

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