. 2017 Dec 7;39(3):1187–1206. doi: 10.1002/hbm.23909

Table 4.

Results at three example voxelsa shown in Figure 4

ICC(2,1)

ICC(3,1)

Session effect

Voxel

Model

Value

F_{24, 24}

p value

Value

F_{24, 24}

p value

Value

t ₂₄

p value

V ₁*

ANOVA

0.530

3.300

0.0024

0.530

3.300

0.0024

‐

LME

0.531

3.292

0.0025

0.534

3.292

0.0025

0.012

1.144

0.26

RME

0.500

3.578

0.0014

0.552

3.468

0.0017

0.012

1.159

0.26

MME

0.504

3.033

0.0043

0.504

3.030

0.0043

0.008

0.786

0.44

RMME

0.529

3.246

0.0027

0.527

3.231

0.0028

0.008

0.789

0.44

V ₂

ANOVA

−0.270

0.560

0.920

−0.280

0.560

0.920

‐

LME

0.5

0.073

1.469

0.15

RME

0.044

1.126

0.39

0.058

1.123

0.39

0.073

1.499

0.15

MME

0.470

4.464

2.5e‐4

0.631

4.422

2.7e‐4

0.091

4.876

5.7e‐5

RMME

0.652

4.744

1.5e‐4

0.649

4.693

1.7e‐4

0.091

4.878

5.7e‐5

V ₃

ANOVA

0.570

4.800

1.4e‐4

0.660

4.800

1.4e‐4

‐

LME

0.574

4.819

1.4e‐4

0.656

4.819

1.4e‐4

0.080

3.372

0.0025

RME

0.509

5.072

8.9e‐5

0.665

4.970

1.1e‐4

0.080

3.398

0.0023

MME

0.743

13.851

5.8e‐9

0.864

13.748

6.3e‐9

0.076

5.52

1.1e‐5

RMME

0.870

14.435

3.8e‐9

0.870

14.344

4.0e‐9

0.076

5.517

1.1e‐5

The locations for the three voxels are the following (coordinates are in mm in TT space): V ₁: (39, 64, −6) in right middle occipital gyrus; V ₂: (11, 88, −11) in right lingual gyrus; V ₃: (11, 86, −6) in right lingual gyrus. Any fixed effects such as session difference here can be easily estimated through any of the four mixed‐effects models for ICC(3,1), but they are usually not provided through ANOVA.