Colloquium Speaker on December 1: Dr, John Glasser from the CDC

Join us Friday, December 1, at 3 PM in 103A Walker Hall to hear Dr. Glasser speak on the following:

Meta-Population Modeling to Evaluate Vaccination Policy Alternatives vis-a-vis Measles and Rubella in China
 
Measles and rubella are rash illnesses that usually afflicted young children in the pre-vaccination era, but rubella usually is mild while measles may be severe. Because child deaths to which measles contributes often have other proximate causes, measles mortality is under-ascertained. Rubella during the first trimester invariably causes miscarriages, stillbirths and, among livebirths, congenital rubella syndrome (CRS), an array of individually severe afflictions that often co-occur. As childhood vaccines commonly include antigens to the viruses causing both diseases, vaccination programs must be designed to attain disparate goals: prevent measles among young children and rubella among young women. By virtue of increasingly effective routine vaccination, together with targeted supplemental immunization activities (SIAs), health authorities in the People’s Republic of China have reduced measles’ reproduction number from about 18 to 2·3. Despite substantial residual susceptibility among young adults, more in some provinces and municipalities than others, sustained childhood immunization likely would eliminate measles eventually. Because routine vaccination against rubella began more recently, residual susceptibility is concentrated among adolescents. Nonetheless, childhood immunization has reduced rubella’s reproduction number from 14·5 to 2·6. To support global eradication efforts, as well as expedite morbidity and mortality reductions in China, we evaluated alternative SIAs via mechanistic mathematical modeling. Methods: Our model Chinese population is stratified by immune status (susceptible to infection; infected, but not yet infectious; infectious; and recovered or immunized), age (0, 1-4, 5-9, …, 65+ years), and location (31 provinces or municipalities). It includes a function by which contacts between members of different groups are a mixture of preferential and proportionate with respect to age, but decline exponentially with distance at age-dependent rates. We estimated initial conditions and most parameters from recent cross-sectional serological surveys, disease surveillance and demographic observations. Then we evaluated the effective reproduction numbers and their partial derivatives with respect to sub-population immunization rates. Within regions, these gradients identify provinces or municipalities where vaccination would reduce the effective reproduction number the most. And within provinces or municipalities, they identify age classes where vaccination would be most effective. We corroborated our analytical results by simulating adolescent and young adult SIAs using a deterministic model with seasonally-forced person-to-person contact rates. And, using a demographically-realistic stochastic model of a relatively small but representative population, we estimated the risk of rubella outbreaks, burden of CRS, and impact of adolescent vaccination. Findings: Measles’ gradients are more heterogeneous than rubella’s, but generally indicate that vaccinating young adults is the optimal strategy. Simulations corroborate this, but indicate that a catch-up campaign among adolescent schoolchildren would accelerate elimination nonetheless, with timing dependent on uptake. Moreover, this strategy is optimal for rubella, which we believe is woefully under-reported, especially among adults. Thus, using measles-rubella or measles-mumps-rubella vaccine in SIAs during the first months of several consecutive school years would both accelerate measles elimination and avert impending outbreaks of rubella that, because of the immune profile in China, would greatly increase the incidence of CRS. Interpretation: These results are largely due to indirect effects (i.e., fewer infections than vaccinated people might otherwise cause), which meta-population models with realistic mixing are uniquely capable of reproducing accurately.
 

CONTACT

Mathematical Sciences
342 Walker Hall
121 Bodenheimer Dr
Boone, NC 28608
828-262-3050
828-265-8617 fax

Department Chairperson
Dr. Eric Marland
marlandes@appstate.edu

Assistant Chairperson
Dr. Rick Klima
klimare@appstate.edu

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