A novel spatial and stochastic model to evaluate the within and between farm transmission of classical swine fever virus: II validation of the model.

A new, recently published, stochastic and spatial model for the evaluation of classical swine fever virus (CSFV) spread into Spain has been validated by using several methods. Internal validity, sensitivity analysis, validation using historical data, comparison with other models and experiments on data validity were used to evaluate the overall reliability and consistency of the model. More than 100 modifications in input data and parameters were evaluated. Outputs were obtained after 1000 iterations for each new scenario of the model. As a result, the model was shown to be consistent, being the probability of infection by local spread, the time from infectious to clinical signs state, the probability of detection based on clinical signs at day t after detection of the index case outside the control and surveillance zones and the maximum number of farms to be depopulated at day t the parameters that have more influence (>10% of change) on the magnitude and duration of the epidemic. The combination of a within- and between-farm spread model was also shown to give significantly different results than using a purely between-farm spread model. Methods and results presented here were intended to be useful to better understand and apply the model, to identify key parameters for which it will be critical to have good estimates and to provide better support for prevention and control of future CSFV outbreaks.

[1]  B. Martínez-López,et al.  A novel spatial and stochastic model to evaluate the within- and between-farm transmission of classical swine fever virus. I. General concepts and description of the model. , 2011, Veterinary microbiology.

[2]  J Krieter,et al.  Monte Carlo simulation of classical swine fever epidemics and control. I. General concepts and description of the model. , 2005, Veterinary microbiology.

[3]  J. Hyman,et al.  Determining Important Parameters in the Spread of Malaria Through the Sensitivity Analysis of a Mathematical Model , 2008, Bulletin of mathematical biology.

[4]  M C M de Jong,et al.  Within- and between-pen transmission of Classical Swine Fever Virus: a new method to estimate the basic reproduction ratio from transmission experiments , 2002, Epidemiology and Infection.

[5]  R L Sanson,et al.  A comparison of predictions made by three simulation models of foot-and-mouth disease , 2007, New Zealand veterinary journal.

[6]  B. Martínez-López,et al.  A simulation model for the potential spread of foot-and-mouth disease in the Castile and Leon region of Spain. , 2010, Preventive veterinary medicine.

[7]  J A Smak,et al.  The classical swine fever epidemic 1997-1998 in The Netherlands: descriptive epidemiology. , 1999, Preventive veterinary medicine.

[8]  Ruud B.M. Huirne,et al.  State-transition modelling of classical swine fever to evaluate national identification and recording systems - General aspects and model description. , 1996 .

[9]  Bijan Mohammadi,et al.  Optimization strategies in credit portfolio management , 2009, J. Glob. Optim..

[10]  R. May,et al.  Population biology of infectious diseases: Part II , 1979, Nature.

[11]  H. Seegers,et al.  Sensitivity analysis to identify key-parameters in modelling the spread of bovine viral diarrhoea virus in a dairy herd. , 2007, Preventive veterinary medicine.

[12]  Harvey M. Wagner,et al.  Global Sensitivity Analysis , 1995, Oper. Res..

[13]  R. May,et al.  Population biology of infectious diseases: Part I , 1979, Nature.

[14]  Anya Okhmatovskaia,et al.  Validation of population-based disease simulation models: a review of concepts and methods , 2010, BMC public health.

[15]  M C M de Jong,et al.  Rate of inter-herd transmission of classical swine fever virus by different types of contact during the 1997–8 epidemic in The Netherlands , 2002, Epidemiology and Infection.

[16]  M. G. Garner,et al.  A Sensitivity Analysis of an Integrated Modelling Approach to Assess the Risk of Wind-borne Spread of Foot-and-mouth Disease Virus from Infected Premises , 2008 .

[17]  Benjamin Ivorra,et al.  On The Modelling And Simulation Of High Pressure Processes And Inactivation Of Enzymes In Food , 2009 .

[18]  Marco Ratto,et al.  Global Sensitivity Analysis , 2008 .

[19]  Ben H. Thacker,et al.  Concepts of Model Verification and Validation , 2004 .

[20]  J Krieter,et al.  Monte Carlo simulation of classical swine fever epidemics and control. II. Validation of the model. , 2005, Veterinary microbiology.

[21]  M. D. de Jong,et al.  Quantification of the transmission of classical swine fever virus between herds during the 1997-1998 epidemic in The Netherlands. , 1999, Preventive veterinary medicine.

[22]  A. W. Jalvingh,et al.  Spatial and stochastic simulation to evaluate the impact of events and control measures on the 1997-1998 classical swine fever epidemic in The Netherlands. II. Comparison of control strategies. , 1999, Preventive veterinary medicine.

[23]  Robert G. Sargent,et al.  Some approaches and paradigms for verifying and validating simulation models , 2001, Proceeding of the 2001 Winter Simulation Conference (Cat. No.01CH37304).

[24]  D. Watson A refinement of inverse distance weighted interpolation , 1985 .

[25]  Angel M. Ramos,et al.  ON THE MODELLING AND SIMULATION OF HIGH PRESSURE PROCESSES AND INACTIVATION OF ENZYMES IN FOOD ENGINEERING , 2009 .

[26]  F. Brauer,et al.  Mathematical Models in Population Biology and Epidemiology , 2001 .

[27]  Modeling classical swine fever spread using a spatial hybridmodel , 2009 .

[28]  A. W. Jalvingh,et al.  Spatial and stochastic simulation to evaluate the impact of events and control measures on the 1997-1998 classical swine fever epidemic in The Netherlands. I. Description of simulation model. , 1999, Preventive veterinary medicine.

[29]  A. J. Hall Infectious diseases of humans: R. M. Anderson & R. M. May. Oxford etc.: Oxford University Press, 1991. viii + 757 pp. Price £50. ISBN 0-19-854599-1 , 1992 .

[30]  D. DeAngelis,et al.  Individual-Based Models and Approaches in Ecology , 1992 .

[31]  Ángel Manuel Ramos del Olmo,et al.  Modeling and simulation of Classical Swine Fever Virus spread between and within farms , 2010 .