Skip to main content
. 2014 Sep 23;5:5016. doi: 10.1038/ncomms6016

Table 1. The eight tested models, model outcome in terms of the temporal pattern of survival differences between larval types.

Model (i)* AIC Δi Wi Temporal pattern
D warning-coloured: identical linear cryptic: non-linear 1,449.21 0 0.36 Both signals: W (5 June) C (27 July) W
E warning-coloured: linear diff.intercept cryptic: non-linear 1,449.28 0.07 0.35 Small signal: W (3 June) C (30 July) WLarge signal: W (8 June) C (24 July) W
F warning-coloured: different linear cryptic: non-linear 1,450.09 0.88 0.23 Small signal: W (31 July) C (28 July) WLarge signal: W (10 June) C (26 July) W
H all different, non-linear 1,452.76 3.55 0.06 Small signal: W (28 May) C (24 July) WLarge signal: W (7 June) C (22 July) W
G all identical, non-linear 1,459.91 10.70 <0.01 No difference between larval types
A all identical, linear 1,466.85 17.64 <0.01 Survival of all types increases with time
B all linear, warning-c diff. from cryptic 1,470.23 21.02 <0.01 Survival of all types increases with time
C all different and linear 1,471.33 22.12 <0.01 Survival of all types increases with time

AIC, Akaike Information Criteria.

Models are listed in order of increasing AIC values (AIC, score differences Δi and Akaike weights Wi).

*The model description uses ‘identical’ to denote that parameter values were shared between larval types, and ‘different’ to denote that parameters were estimated separately. ‘Nonlinear’ refers to a quadratic form (survival=a+bd+c2), where d=date (from the beginning of the year), and a, b and c are parameters. ‘Linear’ refers to survival=a+bd, and ‘diff.intercept’ to a linear model in which two larval types share the same slope b but the intercept a is estimated separately for each type.

The column ‘temporal pattern’ summarizes the outcome by giving the date-specific winning type. Thus ‘W (5 June) C (27 July) W’ means that the model predicts the warning-coloured type to have higher survival than the cryptic type before 5 June and after 27 July but not between those dates. This is given separately for the different warning-colour signals where the model differentiates between them.