The authors of the above mentioned article [Reference Guinat, Gubbins, Vergne, Gonzales, Dixon and Pfeiffer1] were made aware after publication that the likelihood function defined in the R script used to implement the maximum likelihood contained an error.

The error has now been rectified in the original R script. As a result of this correction, the summary should read “Models showed that R₀ is 5·0 [95% confidence intervals (CI): 2·4–9·1] within a pen and 2·7 (95% CI 0·7–5·2) between pens.” Tables 4 and 5 and Figure 2 have been revised and are presented below.

Table 4.

Maximum likelihood estimates (95% confidence intervals) for experimental pig-to-pig transmission parameters for Georgia 2007/1 African swine fever virus strain

*Herd immunity threshold, †Akaike information criterion

Table 5.

Description of outbreaks simulated in a pig unit for Georgia 2007/1 ASFV strain

The discussion should read “Model 3, assuming a 5 day-latent period and using presence of live virus in blood as a marker of infectiousness, had the smallest AIC value and was thus the model with the best fit to the data from the transmission experiments.” and “Results demonstrate that, assuming a mean infectious period of 4·5 days, infectious pigs would infect on average 5·0 [95% confidence intervals (CI): 2·4–9·1] animals within their pen and 2·7 (95% CI 0·7–5·2) animals between pens.”

In addition, the authors would like to add information to clarify the methods which should help other researcher in re-producing the results:

First, equation 1 should read:

$$p_t \; = \; 1 - exp\; \left( { - \left( {\displaystyle{{\beta _w I_{B,t}} \over {N_{B,t}}} + \displaystyle{{\beta _b I_{A,t}} \over {\left( {N_{A,t} + N_{B,t}} \right)}}} \right)\Delta t} \right),{\rm with}\,\Delta t{\rm} = {\rm} 2\,{\rm days}.$$

Second, an additional model assumption that was not clearly phrased in the original manuscript needs to be considered: animals were considered non-infectious on the day just prior to the day they were first tested positive (even though they were not tested on that day).

Finally, the authors provide with this corrigendum the data tables that were used to estimate the transmission parameters (see Tables S1, S2 and S3).

The authors would like to apologise for any inconvenience caused. They are very grateful to Lasse Engbo Christiansen, Josephine Perch Nielsen and Tinna Stokholm Larsen (DTU, Technical University of Denmark) for their careful review of our work and for bringing this error in the implementation of the methods to our attention.