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Table 3 Logistic regression with Bayesian variable selection explaining the adoption of SPBs following cyber abuse victimisation accounting for the method of abuse experienced by the victim (\(N = 746\)). Check marks denote coefficients included in the models

From: To SPB or not to SPB? A mixed methods analysis of self-protective behaviours to prevent repeat victimisation from cyber abuse

Coefficient

\(\beta\)

SD

2.5%

97.5%

Pr(\(\beta\) \(\ne\) 0)

Modela

HPDb

HPDb

%c

1

2

3

4

5

Constant

− 2.85

0.45

− 3.77

− 1.98

100

\(\checkmark\)

\(\checkmark\)

\(\checkmark\)

\(\checkmark\)

\(\checkmark\)

Method 5

1.11

0.21

0.69

1.52

100

\(\checkmark\)

\(\checkmark\)

\(\checkmark\)

\(\checkmark\)

\(\checkmark\)

Impact

1.57

0.18

1.21

1.92

100

\(\checkmark\)

\(\checkmark\)

\(\checkmark\)

\(\checkmark\)

\(\checkmark\)

OVR

− 0.81

0.23

− 1.24

− 0.38

99

\(\checkmark\)

\(\checkmark\)

\(\checkmark\)

\(\checkmark\)

 

Age

0.03

0.01

0.01

0.05

94

\(\checkmark\)

\(\checkmark\)

\(\checkmark\)

\(\checkmark\)

\(\checkmark\)

Method 4

0.18

0.27

0.00

0.77

39

 

\(\checkmark\)

 

\(\checkmark\)

 

Gender

0.09

0.17

0.00

0.51

29

  

\(\checkmark\)

\(\checkmark\)

 

Method 1

0.04

0.12

0.00

0.39

17

    

\(\checkmark\)

Method 3

− 0.02

0.09

− 0.30

0.04

12

     

Employment

0.01

0.08

− 0.04

0.21

9

     

Method 2

− 0.01

0.07

− 0.22

0.00

9

     

Race

− 0.01

0.06

− 0.18

0.02

8

     

Posterior Probability of the model (%)

24.3

13.2

9.1

6.7

4.9

  1. aBest 5 models (cumulative posterior probability = 59.1%)
  2. bHighest Posterior Density
  3. cProbability of inclusion