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Developing the Use of Process Algebra in the Derivation and Analysis of Mathematical Models of Infectious Disease.

, and . EUROCAST, volume 2809 of Lecture Notes in Computer Science, page 404-414. Springer, (2003)

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Thresholds for disease persistence in models for tick-borne infections including non-viraemic transmission, extended feeding and tick aggregation., , , and . Journal of Theoretical Biology, 224 (3): 359--376 (October 2003)EFSA.Developing the Use of Process Algebra in the Derivation and Analysis of Mathematical Models of Infectious Disease., and . EUROCAST, volume 2809 of Lecture Notes in Computer Science, page 404-414. Springer, (2003)Process Algebra Models of Population Dynamics., , and . AB, volume 5147 of Lecture Notes in Computer Science, page 139-155. Springer, (2008)Measles Epidemics and PEPA: An Exploration of Historic Disease Dynamics Using Process Algebra., , , and . FM, volume 7436 of Lecture Notes in Computer Science, page 101-115. Springer, (2012)