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D T Haydon

Publications and source records attributed to D T Haydon.

22 records · Page 2Linked to original sources

Immune avoidance strategies in RNA viruses: fitness continuums arising from trade-offs between immunogenicity and antigenic variability.

Highly exposed and protruding amino acid sites on the surface of viral capsids are subject to fewer residue interactions and packing constraints than those buried within protein interiors. Consequently they often experience higher rates of non-synonymous substitution and exhibit greater genetic variability than buried interior sites. However such protrusive surface structures often induce host immune responses and are likely to constitute B cell epitopes. Genetic variation at these surface sites is therefore likely to correspond to antigenic variation. This may be of adaptive value to the virus for two quite different reasons. The first is that antigenic variation arising over the course of a viraemia may result in greater net viral replication, and increased opportunities for viral transmission. The second is that antigenic variation generated rapidly over a single infection or incrementally over several sequential infections may give rise to variants that are sufficiently immunologically distinct that they can reinfect host individuals with previous infection experience of related virus. This would lead to an extension of the susceptible host pool with consequent increase in transmission opportunities. The surface architecture of viral capsid proteins is therefore conceivably subject to two opposing selection pressures: one to minimize the surface area accessible to interaction with elements of the immune system, the other to increase the potential access to antigenic variation by adoption of exposed and unconstrained protein conformations. Therefore, there exists a possible trade-off between the fitness benefits deriving from potential ability to generate antigenic variation, and the increased immunogenicity with which such potential may be associated. We propose that the existence of this trade-off would lead to a continuum of different strategies by which a virus might combat an immune response. We explore this strategy space with simple mathematical models, and show that peak loads of infectious virus particles are proportional to levels of antigenic diversity, and inversely proportional to immunogenicity, thereby creating the potential for a trade-off by which fitness might be maintained with a continuum of strategies. This may remain possible even if the antigenic variants are not transmissible between hosts, so long as immune resources are sufficiently dispersed between antigenic variants. The diversity of possible strategies is discussed with reference to the Picornavirus family.

Antibodies, Viral↗

The design of veterinary vaccination programmes.

The optimal design of a veterinary vaccination programme depends on both the characteristics of the vaccine and the epidemiology of the pathogen or parasite. Relevant vaccine characteristics are the proportion of those vaccinated that are initially protected, the duration of protection and the coverage achieved by the vaccination programme. The most important epidemiological parameter is the basic reproduction number, R0. Mathematical theory can integrate this information to address such questions as: whether it is possible to eliminate an infection; what proportion of hosts must be vaccinated to achieve this: what age should hosts first be vaccinated; and at what interval should hosts be revaccinated? Examples of rabies in foxes and foot-and-mouth disease in cattle suggest that theory can be used to guide the design of vaccination programmes.

Animals↗

An analysis of foot-and-mouth-disease epidemics in the UK.

There was a major epidemic of the foot-and-mouth-disease virus among cattle herds in the UK in 1967-68 which showed a very rapid early spread, a much slower later spread, and eventually infected 12% of herds in the core epidemic area. A simple discrete-time version of a susceptible-latent-infectious-removed epidemiological model is used to generate a set of estimates of the transmission rate. This parameter has high values over the first few days, then the values are lower and they subsequently decline. The early high values are consistent with the view that unusual meteorological conditions produced exceptionally good conditions for wind-borne spread of the virus over the first few days. The corresponding basic reproduction number, Rzero, is estimated as 38.4. Subsequent low values of the transmission rate correspond to a value of Rzero of 2.0; this is within the range of estimates made from the observed ratio of secondary to primary outbreaks for 25 other epidemics. Prophylactic control measures, such as vaccination, would have to be extremely effective to prevent epidemics with the higher Rzero value.

Animals↗

Failure of vaccination to prevent outbreaks of foot-and-mouth disease.

Outbreaks of foot-and-mouth disease persist in dairy cattle herds in Saudi Arabia despite revaccination at intervals of 4-6 months. Vaccine trials provide data on antibody responses following vaccination. Using this information we developed a mathematical model of the decay of protective antibodies with which we estimated the fraction of susceptible animals at a given time after vaccination. The model describes the data well, suggesting over 95% take with an antibody half-life of 43 days. Farm records provided data on the time course of five outbreaks. We applied a 'SLIR' epidemiological model to these data, fitting a single parameter representing disease transmission rate. The analysis provides estimates of the basic reproduction number R(0), which may exceed 70 in some cases. We conclude that the critical intervaccination interval which would provide herd immunity against FMDV is unrealistically short, especially for heterologous challenge. We suggest that it may not be possible to prevent foot-and-mouth disease outbreaks on these farms using currently available vaccines.

Animals↗